From b601c8fe022a42c5e6f1d7b50dde710f00061b54 Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Thu, 29 May 2025 16:02:07 +0700 Subject: [PATCH 01/11] update dsl feature --- R/distribution.R | 74 ++++++++++++++++++++++++++++++++++++++++++++++- R/dsl.R | 75 ++++++++++++++++++++++++++++++++++++++++++++++++ R/model.R | 75 +++++++++++++++++++----------------------------- 3 files changed, 178 insertions(+), 46 deletions(-) create mode 100644 R/dsl.R diff --git a/R/distribution.R b/R/distribution.R index 276bb29..63af4d8 100644 --- a/R/distribution.R +++ b/R/distribution.R @@ -1,4 +1,15 @@ # Constructors for distributions +evaluate_par <- function(par){ + + if(is.symbol(par)) { + par <- as.character(par) + } else{ + par <- as.numeric(eval(par)) + } + + par +} + #' Discrete gamma distribution #' @@ -11,6 +22,14 @@ #' transitions <- list("S -> I" = d_gamma(rate = 1, shape = 5)) #' @export d_gamma <- function(rate, shape, dist_init = FALSE) { + # capture expression for evaluation + rate <- substitute(rate) + shape <- substitute(shape) + + # check whether it is a fixed value (numeric) or a model parameter (string or expression) + rate <- evaluate_par(rate) + shape <- evaluate_par(shape) + distr <- list( distribution = "gamma", rate = rate, @@ -33,6 +52,14 @@ d_gamma <- function(rate, shape, dist_init = FALSE) { #' transitions <- list("I -> D" = d_weibull(0.6, 2)) #' @export d_weibull <- function(scale, shape, dist_init = FALSE) { + # capture expression for evaluation + scale <- substitute(scale) + shape <- substitute(shape) + + # check whether it is a fixed value (numeric) or a model parameter (string or expression) + scale <- evaluate_par(scale) + shape <- evaluate_par(shape) + distr <- list( distribution = "weibull", scale = scale, @@ -56,6 +83,11 @@ d_weibull <- function(scale, shape, dist_init = FALSE) { #' #' @export d_exponential <- function(rate, dist_init = FALSE) { + # capture expression for evaluation + rate <- substitute(rate) + # check whether it is a fixed value (numeric) or a model parameter (string or expression) + rate <- evaluate_par(rate) + distr <- list( distribution = "exponential", rate = rate, @@ -77,6 +109,14 @@ d_exponential <- function(rate, dist_init = FALSE) { #' transitions <- list("I -> D" = d_lognormal(3, 0.6)) #' @export d_lognormal <- function(mu, sigma, dist_init = FALSE) { + # capture expression for evaluation + mu <- substitute(mu) + sigma <- substitute(sigma) + + # check whether it is a fixed value (numeric) or a model parameter (string or expression) + mu <- evaluate_par(mu) + sigma <- evaluate_par(sigma) + distr <- list( distribution = "lognormal", mu = mu, @@ -113,6 +153,12 @@ mathexpr <- function(expr) { #Fixed transition constant <- function(x) { + # capture expression for evaluation + x <- substitute(x) + + # check whether it is a fixed value (numeric) or a model parameter (string or expression) + x <- evaluate_par(x) + distr <- list( distribution = "constant", constant = x) @@ -144,9 +190,35 @@ constant <- function(x) { #' transitions <- list("S->I"=nonparametric(0.1, 0.2, 0.5, 0.2)) #' @export nonparametric <- function(..., dist_init = FALSE) { + x <- substitute(c(...)) + + # remove "c" + x <- as.character(x)[-1] + + # try parsing ... + failed_parse <- FALSE + try_eval <- sapply(parse(text = x), \(expr){ + tryCatch( + eval(expr), + error = \(e) { + failed_parse <<- TRUE + } + ) + }) + x <- if(!failed_parse) { + try_eval + } else{ + x + } + + # if ... is a parameter and more than 1 parameter is given -> throw error + if(all(is.character(x)) && length(x) > 1){ + stop("nonparametric only takes 1 parameter as input") + } + distr <- list( distribution = "nonparametric", - waitingTime = c(...), + waitingTime = x, dist_init = as.numeric(dist_init)) class(distr) <- c("Distribution", class(distr)) diff --git a/R/dsl.R b/R/dsl.R new file mode 100644 index 0000000..dbe961d --- /dev/null +++ b/R/dsl.R @@ -0,0 +1,75 @@ +#' Define transitions using denim's domain-specific language (DSL) +#' +#' This function parses model transitions defined in denim's DSL syntax +#' +#' @param x - an expression written in denim's DSL syntax. Each line should be a transition written in the +#' format `compartment -> out_compartment = expression` where expression can be either a math expression +#' or one of denim's built-in dwell time distribution function +#' +#' @return denim_transition object +#' @import rlang +#' @export +#' +#' @examples +#' transitions <- denim_transitions({ +#' S -> I = beta * (I/N) * S * timeStep +#' I -> R = d_gamma(rate = 1/4, shape = 3) +#' }) +denim_transitions <- function(x) { + # Capture the expression as a quoted expression + expr <- substitute(x) + # Convert the expression into a list of individual expressions + expr_list <- as.list(expr)[-1] + + transitions <- list() + + # helper function to flip the -> assigment which is non-standard in R + flip_assignment <- function(expr) { + # Split the string at "<-" + comps <- strsplit(expr, "<-")[[1]] + # Trim whitespace from both sides + comps <- trimws(comps) + + # Check that the expression is valid + if (length(comps) != 2) { + stop("Transition must be of the form 'comp_A -> comp_B' or 'weight*comp_A -> comp_B'") + } + + # Rearrange the parts and return + paste(comps[2], "->", comps[1]) + } + + for (expr in expr_list) { + # Each DSL argument should be an assignment (i.e. a call to `=`) + if (!is_call(expr, "=")) { + stop("Each argument must be an assignment using '='.") + } + + expr <- as.character(expr) + + # Extract lhs and rhs of the assignment + lhs_expr <- expr[2] + rhs_expr <- expr[3] + + # Convert the LHS to a string (e.g., "S -> I" or "36 * I -> R") + # lhs_str <- paste(deparse(lhs_expr), collapse = " ") + lhs_str <- flip_assignment(lhs_expr) + + # Check whether rhs is mathematical formula or call to d_* function + # If the rhs is a math formula, deparse it into a string. + # Otherwise (e.g., a call to d_gamma or d_exponential) leave it as an expression. + rhs_val <- if (grepl("^d_", rhs_expr) | grepl("^nonparametric", rhs_expr)) { + # If the call is to a function starting with "d_", leave it as an expression. + rhs_expr <- eval(parse_expr(rhs_expr)) + } else { + # Otherwise, deparse the expression to convert it to a string. + rhs_expr + } + + transitions[[lhs_str]] <- rhs_val + } + + class(transitions) <- "denim_transition" + + transitions +} diff --git a/R/model.R b/R/model.R index a62535e..cf7c72f 100644 --- a/R/model.R +++ b/R/model.R @@ -1,4 +1,5 @@ # Constructor +#' @import glue newModel <- function(simulationDuration, errorTolerance, initialValues, parameters=NULL, transitions, timeStep = 1) { @@ -13,14 +14,40 @@ newModel <- function(simulationDuration, errorTolerance, initialValues, transitions[[i]] <- constant(transitions[[i]]) } - # if transition -> get parameters from Distribution object if( (class(transitions[[i]])=="Distribution")[[1]] ){ if((transitions[[i]]$distribution) == "nonparametric" | (transitions[[i]]$distribution) == "constant"| (transitions[[i]]$distribution) == "multinomial"){ - # dont do anything to non parametric model - next + # check whether the distribution + # parameters are numeric or string, if it is a string (i.e. model input) + # make sure that value is provided as one of the parameters + sapply(names(transitions[[i]][-1]), \(par_name){ + par_val <- transitions[[i]][[par_name]] + + if(is.character(par_val)){ + if(!(par_val %in% names(parameters))){ + stop(glue::glue("Value for {par_val} of transition {names(transitions)[i]} must provided as one of the model parameters")) + } + transitions[[i]][[par_name]] <<- parameters[[par_val]] + } + }) + }else if((transitions[[i]]$distribution) != "mathExpression"){ + # check whether the distribution + # parameters are numeric or string, if it is a string (i.e. model input) + # make sure that value is provided as one of the parameters + sapply(names(transitions[[i]][-1]), \(par_name){ + par_val <- transitions[[i]][[par_name]] + + if(is.character(par_val)){ + if(!(par_val %in% names(parameters))){ + stop(glue::glue("Value for {par_val} of transition {names(transitions)[i]} must provided as one of the model parameters")) + } + transitions[[i]][[par_name]] <<- parameters[[par_val]] + } + }) + + # also get parameters from Distribution objects parameters <- c(parameters, transitions[[i]][-1]) }else{ has_math_dist <- TRUE @@ -86,45 +113,3 @@ modelToJson <- function(mod) { } - -# experimental DSL -# TODO: test across various test case -# denim_transitions <- function(...) { -# exprs <- enexprs(...) -# transitions <- list() -# -# for (expr in exprs) { -# # Each DSL argument should be an assignment (i.e. a call to `=`) -# if (!is_call(expr, "=")) { -# stop("Each argument must be an assignment using '='.") -# } -# -# # Extract lhs and rhs of the assignment -# lhs_expr <- expr[[2]] -# rhs_expr <- expr[[3]] -# -# # Convert the LHS to a string (e.g., "S -> I" or "36 * I -> R") -# lhs_str <- paste(deparse(lhs_expr), collapse = " ") -# -# # Check whether rhs is mathematical formula or call to d_* function -# # If the rhs is a math formula, deparse it into a string. -# # Otherwise (e.g., a call to d_gamma or d_exponential) leave it as an expression. -# rhs_val <- if (is.call(rhs_expr)) { -# fn <- as.character(rhs_expr[[1]]) -# if (grepl("^d_", fn) | grepl("^nonparametric", fn)) { -# # If the call is to a function starting with "d_", leave it as an expression. -# rhs_expr -# } else { -# # Otherwise, deparse the expression to convert it to a string. -# paste(deparse(rhs_expr), collapse = " ") -# } -# } else { -# # For non-call objects (names, numbers), deparse them to a string. -# paste(deparse(rhs_expr), collapse = " ") -# } -# -# transitions[[lhs_str]] <- rhs_val -# } -# -# class(transitions) <- "denim_transition" -# } From 4c09096e094b9d130e1bda6847091bb83a5c182e Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Thu, 29 May 2025 16:02:35 +0700 Subject: [PATCH 02/11] update error message for missing parameter --- src/Compartment.cpp | 10 ++++++++++ 1 file changed, 10 insertions(+) diff --git a/src/Compartment.cpp b/src/Compartment.cpp index 27f842f..e572b95 100644 --- a/src/Compartment.cpp +++ b/src/Compartment.cpp @@ -298,6 +298,16 @@ void Compartment::updateSubCompByMath(size_t iter, size_t outIndex, std::vector< } } + // try evaluation + try { + double computeValue = parser.Eval(); + } catch (mu::Parser::exception_type &e) { + std::cerr << "Failed to evaluate expression: " + << outDistributions[outIndex]->getDistName() << "\n" + << "Error message: " << e.GetMsg() << "\n"; + throw std::runtime_error("muParser evaluation failed: " + std::string(e.GetMsg())); + } + // The result of this math expression is the outTotals of this outIndex // double computeValue = outWeights[outIndex] * parser.Eval(); //deprecated code double computeValue = parser.Eval(); From b6e18ed3d81d11070410318ef617484f988b5428 Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Fri, 30 May 2025 13:29:10 +0700 Subject: [PATCH 03/11] adjust error handler to be R compatible --- src/Compartment.cpp | 19 +++++++++++++++---- src/Compartment.h | 1 + 2 files changed, 16 insertions(+), 4 deletions(-) diff --git a/src/Compartment.cpp b/src/Compartment.cpp index e572b95..93435cc 100644 --- a/src/Compartment.cpp +++ b/src/Compartment.cpp @@ -285,8 +285,12 @@ void Compartment::updateSubCompByMath(size_t iter, size_t outIndex, std::vector< mu::Parser parser; parser.SetExpr(outDistributions[outIndex]->getDistName()); // Add parameter values + double timeStep = 0; for (size_t i {0}; i < paramNames.size(); ++i) { parser.DefineConst(paramNames[i], paramValues[i]); + if(paramNames[i] == "timeStep"){ + timeStep = paramValues[i]; + } } // Add current population in each compartment for (auto &comp: comps){ @@ -297,15 +301,22 @@ void Compartment::updateSubCompByMath(size_t iter, size_t outIndex, std::vector< parser.DefineConst(comp->getCompName(), comp->getCompTotal()[iter - 1]); } } + // Add current time as a constant + parser.DefineConst("time", timeStep * iter); // try evaluation try { double computeValue = parser.Eval(); } catch (mu::Parser::exception_type &e) { - std::cerr << "Failed to evaluate expression: " - << outDistributions[outIndex]->getDistName() << "\n" - << "Error message: " << e.GetMsg() << "\n"; - throw std::runtime_error("muParser evaluation failed: " + std::string(e.GetMsg())); + // std::cerr << "Failed to evaluate expression: " + // << outDistributions[outIndex]->getDistName() << "\n" + // << "Error message: " << e.GetMsg() << "\n"; + // throw std::runtime_error("muParser evaluation failed: " + std::string(e.GetMsg())); + + std::string msg = + "Failed to evaluate expression: " + outDistributions[outIndex]->getDistName() + "\n" + + "Error message: " + std::string(e.GetMsg()); + Rcpp::stop(msg); } // The result of this math expression is the outTotals of this outIndex diff --git a/src/Compartment.h b/src/Compartment.h index fd55e92..0098b44 100644 --- a/src/Compartment.h +++ b/src/Compartment.h @@ -8,6 +8,7 @@ #include #include "Distribution.h" #include "muParser.h" +#include class Compartment { private: From ab10d773eba026710fce73729a7d2fd4c5cae9bc Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Fri, 30 May 2025 13:30:17 +0700 Subject: [PATCH 04/11] add test case and roxygen documentation for DSL --- R/distribution.R | 20 ++++----- R/dsl.R | 4 +- tests/testthat/test-denim_dsl.R | 77 +++++++++++++++++++++++++++++++++ tests/testthat/test-result.R | 8 ++-- 4 files changed, 93 insertions(+), 16 deletions(-) create mode 100644 tests/testthat/test-denim_dsl.R diff --git a/R/distribution.R b/R/distribution.R index 63af4d8..3a86c5d 100644 --- a/R/distribution.R +++ b/R/distribution.R @@ -1,7 +1,7 @@ # Constructors for distributions evaluate_par <- function(par){ - if(is.symbol(par)) { + if(is.symbol(par) | is.character(par)) { par <- as.character(par) } else{ par <- as.numeric(eval(par)) @@ -20,6 +20,9 @@ evaluate_par <- function(par){ #' #' @examples #' transitions <- list("S -> I" = d_gamma(rate = 1, shape = 5)) +#' transitions_dsl <- denim_dsl({S -> I = d_gamma(rate = 1, shape = 5)}) +#' # define model parameters as distributional parameters +#' transitions_dsl <- denim_dsl({S -> I = d_gamma(rate = i_rate, shape = i_shape)}) #' @export d_gamma <- function(rate, shape, dist_init = FALSE) { # capture expression for evaluation @@ -50,6 +53,7 @@ d_gamma <- function(rate, shape, dist_init = FALSE) { #' #' @examples #' transitions <- list("I -> D" = d_weibull(0.6, 2)) +#' transitions <- denim_dsl({ I -> D = d_weibull(0.6, 2) }) #' @export d_weibull <- function(scale, shape, dist_init = FALSE) { # capture expression for evaluation @@ -79,8 +83,7 @@ d_weibull <- function(scale, shape, dist_init = FALSE) { #' #' @examples #' transitions <- list("I -> D" = d_exponential(0.3)) -#' -#' +#' transitions <- denim_dsl({I -> D = d_exponential(0.3)}) #' @export d_exponential <- function(rate, dist_init = FALSE) { # capture expression for evaluation @@ -107,6 +110,7 @@ d_exponential <- function(rate, dist_init = FALSE) { #' #' @examples #' transitions <- list("I -> D" = d_lognormal(3, 0.6)) +#' transitions <- denim_dsl({I -> D = d_lognormal(3, 0.6)}) #' @export d_lognormal <- function(mu, sigma, dist_init = FALSE) { # capture expression for evaluation @@ -137,7 +141,8 @@ d_lognormal <- function(mu, sigma, dist_init = FALSE) { #' @return a Distribution object for simulator #' #' @examples -#' transitions <- list("S->I"=mathexpr("beta*S/N")) +#' transitions <- list("S->I"="beta*S/N") +#' transitions <- denim_dsl({S->I=beta*S/N}) #' # definition for parameters in the expression required #' params <- c(N = 1000, beta = 0.3) #' @export @@ -153,12 +158,6 @@ mathexpr <- function(expr) { #Fixed transition constant <- function(x) { - # capture expression for evaluation - x <- substitute(x) - - # check whether it is a fixed value (numeric) or a model parameter (string or expression) - x <- evaluate_par(x) - distr <- list( distribution = "constant", constant = x) @@ -188,6 +187,7 @@ constant <- function(x) { #' #' @examples #' transitions <- list("S->I"=nonparametric(0.1, 0.2, 0.5, 0.2)) +#' transitions <- denim_dsl({S->I=nonparametric(0.1, 0.2, 0.5, 0.2)}) #' @export nonparametric <- function(..., dist_init = FALSE) { x <- substitute(c(...)) diff --git a/R/dsl.R b/R/dsl.R index dbe961d..8ceeac0 100644 --- a/R/dsl.R +++ b/R/dsl.R @@ -11,11 +11,11 @@ #' @export #' #' @examples -#' transitions <- denim_transitions({ +#' transitions <- denim_dsl({ #' S -> I = beta * (I/N) * S * timeStep #' I -> R = d_gamma(rate = 1/4, shape = 3) #' }) -denim_transitions <- function(x) { +denim_dsl <- function(x) { # Capture the expression as a quoted expression expr <- substitute(x) # Convert the expression into a list of individual expressions diff --git a/tests/testthat/test-denim_dsl.R b/tests/testthat/test-denim_dsl.R new file mode 100644 index 0000000..4d1222e --- /dev/null +++ b/tests/testthat/test-denim_dsl.R @@ -0,0 +1,77 @@ +test_that("Compare result for model definition using DSL vs list", { + # --- model using DSL + model_dsl <- denim_dsl({ + S -> I = beta* S * (I + IV) / N + S -> V = 2 + 0.1 * I -> D=d_lognormal(mu = 2, sigma = 1/5) + 0.9 * I -> R = d_gamma(rate = 1/3, shape = 1.8) + V -> IV = 0.1 * beta * V * (I + IV) / N + IV -> R = d_exponential(2) + }) + + # --- model as list + model_list <- list( + "S -> I" = "beta* S * (I + IV) / N", + "S -> V "= 2, + "0.1 * I -> D" = d_lognormal(mu = 2, sigma = 1/5), + "0.9 * I -> R" = d_gamma(rate = 1/3, shape = 1.8), + "V -> IV" = "0.1 * beta * V * (I + IV) / N", + "IV -> R" = d_exponential(2) + ) + + initialValues <- c( + S = 999, + I = 1, + R = 0, + V = 0, + IV = 0, + D = 0 + ) + + parameters <- c( + beta = 0.12, + N = 1000 + ) + + simulationDuration <- 10 + timeStep <- 0.01 + + # making sure there is no error with DSL or list approach + expect_no_error( + { + sim( + transitions = model_dsl, + initialValues = initialValues, + parameters = parameters, + simulationDuration = simulationDuration, + timeStep = timeStep + ) + sim( + transitions = model_list, + initialValues = initialValues, + parameters = parameters, + simulationDuration = simulationDuration, + timeStep = timeStep + ) + } + ) + + mod_dsl <- sim( + transitions = model_dsl, + initialValues = initialValues, + parameters = parameters, + simulationDuration = simulationDuration, + timeStep = timeStep + ) + mod_list <- sim( + transitions = model_list, + initialValues = initialValues, + parameters = parameters, + simulationDuration = simulationDuration, + timeStep = timeStep + ) + + tolerance <- 0.01 + abs_diff <- round(abs(mod_dsl[, c("S", "I", "R")] - mod_list[, c("S", "I", "R")]), 3) + expect_true(all(abs_diff <= tolerance)) +}) diff --git a/tests/testthat/test-result.R b/tests/testthat/test-result.R index cc22b42..a872f5b 100644 --- a/tests/testthat/test-result.R +++ b/tests/testthat/test-result.R @@ -21,7 +21,7 @@ test_that("Compare denim and deSolve", { # --- Timestep definition simulationDuration <- 20 - timestep <- 0.0005 # use small timestep to compare with deSolve which has continuous timestep + timestep <- 0.01 # use small timestep to compare with deSolve which has continuous timestep # --- Simulate using both package mod <- sim(transitions = transitions, initialValues = initialValues, parameters = parameters, simulationDuration = simulationDuration, timeStep = timestep) @@ -30,9 +30,9 @@ test_that("Compare denim and deSolve", { ode_mod <- as.data.frame(ode_mod) - tolerance <- 0.1 - abs_diff <- abs(mod[, c("Time", "S", "I")] - ode_mod[, c("time", "S", "I")]) - + tolerance <- 0.001 + # compare proportion of S, I, R + abs_diff <- round(abs(mod[, c("S", "I", "R")]/1000 - ode_mod[, c("S", "I", "R")]/1000), 3) expect_true(all(abs_diff <= tolerance)) # test plot function does not throw error From b4e05a746ed4025abb89a8bd51c36bfd2c41cd71 Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Fri, 30 May 2025 16:42:01 +0700 Subject: [PATCH 05/11] update documentation, debug non-parametric --- DESCRIPTION | 5 +++- R/distribution.R | 63 ++++++++++++++++++++++++-------------------- R/model.R | 22 ++++++++-------- man/d_exponential.Rd | 3 +-- man/d_gamma.Rd | 3 +++ man/d_lognormal.Rd | 1 + man/d_weibull.Rd | 1 + man/denim_dsl.Rd | 27 +++++++++++++++++++ man/mathexpr.Rd | 3 ++- man/nonparametric.Rd | 9 ++++--- 10 files changed, 90 insertions(+), 47 deletions(-) create mode 100644 man/denim_dsl.Rd diff --git a/DESCRIPTION b/DESCRIPTION index 61b05b2..03491a6 100644 --- a/DESCRIPTION +++ b/DESCRIPTION @@ -22,7 +22,9 @@ URL: https://drthinhong.com/denim/, BugReports: https://github.com/thinhong/denim/issues Imports: Rcpp (>= 1.0.6), - viridisLite + viridisLite, + rlang, + glue Suggests: covr, knitr, @@ -31,6 +33,7 @@ Suggests: waldo, xml2, deSolve, + tidyverse, DiagrammeR LinkingTo: Rcpp, diff --git a/R/distribution.R b/R/distribution.R index 3a86c5d..dafea8e 100644 --- a/R/distribution.R +++ b/R/distribution.R @@ -181,41 +181,46 @@ constant <- function(x) { #' #' Convert a vector of frequencies, percentages... into a distribution #' -#' @param ... a vector of values +#' @param x a vector of values #' @return a Distribution object for simulator #' @param dist_init whether to distribute initial value across subcompartments following this distribution. (default to FALSE, meaning init value is always in the first compartment)) #' #' @examples -#' transitions <- list("S->I"=nonparametric(0.1, 0.2, 0.5, 0.2)) -#' transitions <- denim_dsl({S->I=nonparametric(0.1, 0.2, 0.5, 0.2)}) +#' transitions <- list("S->I"=nonparametric( c(0.1, 0.2, 0.5, 0.2) )) +#' transitions <- denim_dsl({S->I=nonparametric( c(0.1, 0.2, 0.5, 0.2) )}) +#' # you can also define a model parameter for the distribution +#' transitions <- denim_dsl({S->I=nonparametric( dwelltime_dist )}) #' @export -nonparametric <- function(..., dist_init = FALSE) { - x <- substitute(c(...)) - - # remove "c" - x <- as.character(x)[-1] - - # try parsing ... - failed_parse <- FALSE - try_eval <- sapply(parse(text = x), \(expr){ - tryCatch( - eval(expr), - error = \(e) { - failed_parse <<- TRUE - } - ) - }) - x <- if(!failed_parse) { - try_eval - } else{ - x - } - - # if ... is a parameter and more than 1 parameter is given -> throw error - if(all(is.character(x)) && length(x) > 1){ - stop("nonparametric only takes 1 parameter as input") - } +nonparametric <- function(x, dist_init = FALSE) { + # x <- substitute(c(...)) + # + # # remove "c" + # x <- as.character(x)[-1] + # + # # try parsing ... + # failed_parse <- FALSE + # try_eval <- sapply(parse(text = x), \(expr){ + # tryCatch( + # eval(expr), + # error = \(e) { + # failed_parse <<- TRUE + # } + # ) + # }) + # x <- if(!failed_parse) { + # try_eval + # } else{ + # x + # } + # + # # if ... is a parameter and more than 1 parameter is given -> throw error + # if(all(is.character(x)) && length(x) > 1){ + # stop("nonparametric only takes 1 parameter as input") + # } + # + x <- substitute(x) + x <- evaluate_par(x) distr <- list( distribution = "nonparametric", waitingTime = x, diff --git a/R/model.R b/R/model.R index cf7c72f..75e91a0 100644 --- a/R/model.R +++ b/R/model.R @@ -15,23 +15,23 @@ newModel <- function(simulationDuration, errorTolerance, initialValues, } if( (class(transitions[[i]])=="Distribution")[[1]] ){ - if((transitions[[i]]$distribution) == "nonparametric" | - (transitions[[i]]$distribution) == "constant"| + if((transitions[[i]]$distribution) == "constant"| (transitions[[i]]$distribution) == "multinomial"){ + next + }else if((transitions[[i]]$distribution) == "nonparametric"){ # check whether the distribution # parameters are numeric or string, if it is a string (i.e. model input) # make sure that value is provided as one of the parameters - sapply(names(transitions[[i]][-1]), \(par_name){ - par_val <- transitions[[i]][[par_name]] + if(is.character(transitions[[i]]$waitingTime)){ + par_val <- transitions[[i]]$waitingTime - if(is.character(par_val)){ - if(!(par_val %in% names(parameters))){ - stop(glue::glue("Value for {par_val} of transition {names(transitions)[i]} must provided as one of the model parameters")) - } - transitions[[i]][[par_name]] <<- parameters[[par_val]] + if(!(transitions[[i]]$waitingTime %in% names(parameters))){ + stop(glue::glue("Value for {par_val} of transition {names(transitions)[i]} must provided as one of the model parameters")) } - }) - + transitions[[i]]$waitingTime <- parameters[[par_val]] + # remove waiting dist from parameters list + parameters[[par_val]] <- NULL + } }else if((transitions[[i]]$distribution) != "mathExpression"){ # check whether the distribution # parameters are numeric or string, if it is a string (i.e. model input) diff --git a/man/d_exponential.Rd b/man/d_exponential.Rd index fd97fcb..786f2e0 100644 --- a/man/d_exponential.Rd +++ b/man/d_exponential.Rd @@ -19,6 +19,5 @@ Discrete exponential distribution } \examples{ transitions <- list("I -> D" = d_exponential(0.3)) - - +transitions <- denim_dsl({I -> D = d_exponential(0.3)}) } diff --git a/man/d_gamma.Rd b/man/d_gamma.Rd index c26bb56..d2289f4 100644 --- a/man/d_gamma.Rd +++ b/man/d_gamma.Rd @@ -21,4 +21,7 @@ Discrete gamma distribution } \examples{ transitions <- list("S -> I" = d_gamma(rate = 1, shape = 5)) +transitions_dsl <- denim_dsl({S -> I = d_gamma(rate = 1, shape = 5)}) +# define model parameters as distributional parameters +transitions_dsl <- denim_dsl({S -> I = d_gamma(rate = i_rate, shape = i_shape)}) } diff --git a/man/d_lognormal.Rd b/man/d_lognormal.Rd index f6a9dee..7ed662a 100644 --- a/man/d_lognormal.Rd +++ b/man/d_lognormal.Rd @@ -21,4 +21,5 @@ Discrete log-normal distribution } \examples{ transitions <- list("I -> D" = d_lognormal(3, 0.6)) +transitions <- denim_dsl({I -> D = d_lognormal(3, 0.6)}) } diff --git a/man/d_weibull.Rd b/man/d_weibull.Rd index 1550a5c..b15f1fd 100644 --- a/man/d_weibull.Rd +++ b/man/d_weibull.Rd @@ -21,4 +21,5 @@ Discrete Weibull distribution } \examples{ transitions <- list("I -> D" = d_weibull(0.6, 2)) +transitions <- denim_dsl({ I -> D = d_weibull(0.6, 2) }) } diff --git a/man/denim_dsl.Rd b/man/denim_dsl.Rd new file mode 100644 index 0000000..0cf9133 --- /dev/null +++ b/man/denim_dsl.Rd @@ -0,0 +1,27 @@ +% Generated by roxygen2: do not edit by hand +% Please edit documentation in R/dsl.R +\name{denim_dsl} +\alias{denim_dsl} +\title{Define transitions using denim's domain-specific language (DSL)} +\usage{ +denim_dsl(x) +} +\arguments{ +\item{x}{\itemize{ +\item an expression written in denim's DSL syntax. Each line should be a transition written in the +format \code{compartment -> out_compartment = expression} where expression can be either a math expression +or one of denim's built-in dwell time distribution function +}} +} +\value{ +denim_transition object +} +\description{ +This function parses model transitions defined in denim's DSL syntax +} +\examples{ +transitions <- denim_dsl({ + S -> I = beta * (I/N) * S * timeStep + I -> R = d_gamma(rate = 1/4, shape = 3) +}) +} diff --git a/man/mathexpr.Rd b/man/mathexpr.Rd index e0bc424..f1af036 100644 --- a/man/mathexpr.Rd +++ b/man/mathexpr.Rd @@ -19,7 +19,8 @@ a Distribution object for simulator Mathematical expression } \examples{ -transitions <- list("S->I"=mathexpr("beta*S/N")) +transitions <- list("S->I"="beta*S/N") +transitions <- denim_dsl({S->I=beta*S/N}) # definition for parameters in the expression required params <- c(N = 1000, beta = 0.3) } diff --git a/man/nonparametric.Rd b/man/nonparametric.Rd index 0820948..394229c 100644 --- a/man/nonparametric.Rd +++ b/man/nonparametric.Rd @@ -4,10 +4,10 @@ \alias{nonparametric} \title{Nonparametric distribution} \usage{ -nonparametric(..., dist_init = FALSE) +nonparametric(x, dist_init = FALSE) } \arguments{ -\item{...}{a vector of values} +\item{x}{a vector of values} \item{dist_init}{whether to distribute initial value across subcompartments following this distribution. (default to FALSE, meaning init value is always in the first compartment))} } @@ -18,5 +18,8 @@ a Distribution object for simulator Convert a vector of frequencies, percentages... into a distribution } \examples{ -transitions <- list("S->I"=nonparametric(0.1, 0.2, 0.5, 0.2)) +transitions <- list("S->I"=nonparametric( c(0.1, 0.2, 0.5, 0.2) )) +transitions <- denim_dsl({S->I=nonparametric( c(0.1, 0.2, 0.5, 0.2) )}) +# you can also define a model parameter for the distribution +transitions <- denim_dsl({S->I=nonparametric( dwelltime_dist )}) } From 5ba48dba25d9f977b693b62ded854999c97bbb3c Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Fri, 30 May 2025 16:42:30 +0700 Subject: [PATCH 06/11] update vignettes for nonparametric, dsl --- vignettes/deSolve_to_denim.Rmd | 21 +-- vignettes/denim.Rmd | 66 +++++---- vignettes/denim_benchmark.Rmd | 12 +- vignettes/denim_dsl.Rmd | 248 +++++++++++++++++++++++++++++++++ vignettes/multinomial.Rmd | 53 +++---- vignettes/nonparametric.Rmd | 196 ++++++++++++++++++++++++++ 6 files changed, 530 insertions(+), 66 deletions(-) create mode 100644 vignettes/denim_dsl.Rmd create mode 100644 vignettes/nonparametric.Rmd diff --git a/vignettes/deSolve_to_denim.Rmd b/vignettes/deSolve_to_denim.Rmd index a1872b4..70fc580 100644 --- a/vignettes/deSolve_to_denim.Rmd +++ b/vignettes/deSolve_to_denim.Rmd @@ -78,18 +78,19 @@ transition_func <- function(t, state, param){ With the transitions identified, user can then define the model in `denim`. -When using `denim`, the model structure is given as a `list` of *key*-*value* pairs where +When using `denim` DSL, the model structure is given as a set of *key*-*value* pairs where - *key* is a string showing the transition direction between compartments - *value* is the built-in distribution function that describe the transition ```{r} -# --- Transition def for denim -transitions <- list( - "S -> I" = "beta * S * I/N * timeStep", - "I -> R" = d_gamma(rate = 1/3, shape = 2) # shape is 2 from number of I sub compartments -) +# --- Model definition in denim +transitions <- denim_dsl({ + S -> I = beta * S * I/N * timeStep + # shape is 2 from number of I sub compartments + I -> R = d_gamma(rate = 1/3, shape = 2) +}) ``` Note that when converting an ODE to a math expression, we must multiply the original expression with time step duration (variable `timeStep` in the model definition code). This is because we are essentially using Euler's method to estimate the solution for the ODE. @@ -113,10 +114,10 @@ denim_parameters <- c(beta = 0.3, N = 1000) There is also an option to distribute initial value across sub-compartments based on the specified distribution. To do this, simply set `dist_init` parameter of distribution function to `TRUE`. ```{r eval=FALSE} -transitions <- list( - "S -> I" = "beta * S * I/N * timeStep", - "I -> R" = d_gamma(rate = 1/3, shape = 2, dist_init = TRUE) -) +transitions <- denim_dsl({ + S -> I = beta * S * I/N * timeStep + I -> R = d_gamma(rate = 1/3, shape = 2, dist_init = TRUE) +}) ``` However, for comparison purposes, we will keep this option `FALSE` for the remaining of this demonstration. diff --git a/vignettes/denim.Rmd b/vignettes/denim.Rmd index a12ebdc..2b21601 100644 --- a/vignettes/denim.Rmd +++ b/vignettes/denim.Rmd @@ -112,15 +112,26 @@ DiagrammeR::grViz("digraph { -We have two transitions `S -> I` and `I -> R` in this case. The transitions are specified in a list follow this format `"transition" = equation`, of which equation is defined with one of our functions for waiting time distribution. +We have two transitions `S -> I` and `I -> R` in this case. The transitions are specified in a list follow this format `"transition" = equation"`, of which equation is defined with one of our functions for waiting time distribution. ```{r} transitions <- list( - "S -> I" = "beta * S * I / N", + "S -> I" = "beta * S * I / N * timeStep", "I -> R" = d_gamma(rate = 1/2, 3) ) ``` +Where `timeStep` is the duration of a time step used for simulation. + +Another option to define the transitions is by using denim's DSL. Refer to the [Model definition in denim](./denim_dsl.html) article for more information. + +```{r} +transitions <- denim_dsl({ + S -> I = beta * (I/N) * S * timeStep + I -> R = d_gamma(rate = 1/4, shape = 3) +}) +``` + *Initial state* Use a vector to define the compartments with their assigned names and initial values in the format `compartment_name = initial_value`: @@ -139,11 +150,13 @@ If we use a math expression, any symbols except the compartment names are parame ```{r} parameters <- c( - beta = 0.012, + beta = 1.2, N = 1000 ) ``` +Note that we do not need to specify variable `timeStep` since denim will automatically use the `timeStep` from the simulation settings in the next step. + **Model application** *Time step specification* @@ -223,10 +236,10 @@ By default, the initial population is always assigned to the first sub-compartme User can also choose to distribute initial population across sub-compartments based on the specified distribution, i.e. with initial population `I = n`, then denim will initialize `I1 = n*p1`, `I2 = n*p2`, `I3 = n*p3`, `I4 = n*p4`. To set up the initial population in this way, simply specify the parameter `dist_init = TRUE` (only applicable for distribution transitions). ```{r eval=FALSE} -transitions <- list( - "S -> I" = "beta * S * I / N", - "I -> R" = d_gamma(rate = 1/2, 3, dist_init=TRUE) -) +transitions <- denim_dsl({ + S -> I = beta * S * I / N * timeStep + I -> R = d_gamma(rate = 1/2, 3, dist_init=TRUE) +}) ``` ## 3. Waiting time distribution @@ -245,7 +258,7 @@ Current available distributions in this package including: - `nonparametric(waitingTimes...)`: A **vector of values**, could be numbers, percentages, density of the length of stay based on real data, `denim` will convert it into a distribution -Mathematical expression: Transition defined with a string value such as `"beta * S * I / N"` will be converted to a mathematical expression. You will need to define parameters that are not compartment names in the `parameters` argument +Mathematical expression: Transition can also be described using a math expression such as `beta * S * I / N`. You will need to define parameters that are not compartment names in the `parameters` argument ## 4. Multiple transitions from a compartment @@ -280,12 +293,12 @@ There are two scenarios in this example: We can define the model for this example as follows: ```{r, fig.width = 5} -transitions <- list( - "S -> I" = "beta * S * I / N", - "S -> V" = 5, - "0.9 * I -> R" = d_gamma(1/3, 2), - "0.1 * I -> D" = d_lognormal(2, 0.5) -) +transitions <- denim_dsl({ + S -> I = beta * S * I / N + S -> V = 5 + 0.9 * I -> R = d_gamma(1/3, 2) + 0.1 * I -> D = d_lognormal(2, 0.5) +}) initialValues <- c( S = 999, @@ -310,7 +323,7 @@ mod <- sim(transitions = transitions, timeStep = timeStep) head(mod) -plot(mod) +plot(mod, ylim = c(0, 1000)) ``` For a more detailed explanation for transitions to multiple states, refer to [this article](./multinomial.html) @@ -338,14 +351,14 @@ DiagrammeR::grViz("digraph { ```{r, fig.width = 5} -transitions <- list( - "S -> I" = "beta * S * (I + IV) / N", - "S -> V" = 2, - "0.1 * I -> D" = d_lognormal(2, 0.5), - "0.9 * I -> R" = d_gamma(rate = 1/3, shape = 2), - "V -> IV" = "0.1 * beta * V * (I + IV) / N", - "IV -> R" = d_exponential(2) -) +transitions <- denim_dsl({ + S -> I = beta * S * (I + IV) / N + S -> V = 2 + 0.1 * I -> D = d_lognormal(mu = d_mu, sigma = d_sigma) + 0.9 * I -> R = d_gamma(rate = r_rate, shape = r_shape) + V -> IV = 0.1 * beta * V * (I + IV) / N + IV -> R = d_exponential(iv_r_rate) +}) initialValues <- c( S = 999, @@ -358,7 +371,12 @@ initialValues <- c( parameters <- c( beta = 0.12, - N = 1000 + N = 1000, + d_mu = 2, + d_sigma = 1/2, + r_rate = 1/3, + r_shape = 2, + iv_r_rate = 2 ) simulationDuration <- 10 diff --git a/vignettes/denim_benchmark.Rmd b/vignettes/denim_benchmark.Rmd index a002696..f658062 100644 --- a/vignettes/denim_benchmark.Rmd +++ b/vignettes/denim_benchmark.Rmd @@ -318,11 +318,11 @@ timeStep <- 0.01 library(denim) -denim_model <- list( - "S -> E" = "(R0/tr) * timeStep * S * (I/N)", # formulate according that of uSEIR method - "E -> I" = d_gamma(rate = 1/4, shape = 2), - "I -> R" = d_gamma(rate = 1/3, shape = 2) -) +denim_model <- denim_dsl({ + S -> E = (R0/tr) * timeStep * S * (I/N) # formulate according that of uSEIR method + E -> I = d_gamma(rate = 1/4, shape = 2) + I -> R = d_gamma(rate = 1/3, shape = 2) +}) initialValues <- c(S = 999999, E = 1, I= 0, R= 0) parameters <- c(R0 = 3.5, @@ -445,7 +445,7 @@ runtime_scaling <- lapply(timeStepDurations, } ) ``` -```{r echo=FALSE} +```{r echo=FALSE, warning=FALSE} plot(x = timeStepDurations, y = runtime_scaling, col = "cornflowerblue", xlab = "Time step duration", ylab = "Median run time (in seconds)") diff --git a/vignettes/denim_dsl.Rmd b/vignettes/denim_dsl.Rmd new file mode 100644 index 0000000..2726677 --- /dev/null +++ b/vignettes/denim_dsl.Rmd @@ -0,0 +1,248 @@ +--- +title: "denim DSL" +output: rmarkdown::html_vignette +vignette: > + %\VignetteIndexEntry{denim_dsl} + %\VignetteEngine{knitr::rmarkdown} + %\VignetteEncoding{UTF-8} +--- + +```{r, include = FALSE} +knitr::opts_chunk$set( + collapse = TRUE, + comment = "#>" +) +``` + +```{r setup} +library(denim) +``` + +## Model definition in denim + +In denim, model is defined by a set of transitions between compartments. Each transition is provided in the form of a *key-value* pair, where: + +- *key* show the transition direction between 2 compartments. + +- *value* is an expression that describe the transition, it can be a ***math expression*** or a ***built-in dwell-time distribution function***. + +These *key-value* pairs can be provided in 2 ways + +- Using denim domain-specific language (DSL). + +- Define as a `list` in R. + +## Denim DSL + +In denim, each line of code must be a transition. The syntax for defining a transition in denim DSL is as followed: + +`compartment_A -> compartment_B = transition` + +Model definition written in denim DSL must be parsed by the function `denim_dsl()` + +***Math expression*** + +For math expression, some basic supported operators include: `+` for addition, `-` for minus, `*` for multiplication, `/` for division, `^` for power. Users can also define additional model parameters in the math expression. + +Math expressions in denim are parsed using muparser. For a full list of operators, visit [muparser website](https://beltoforion.de/en/muparser/features.php) + +***Distribution functions*** + +Several built-in functions are provided to describe transitions based on the distribution of dwell time: + +- For parametric distributions: `d_lognormal()`, `d_gamma()`, `d_weibull()`, `d_exponential()` + +- For non-parametric distributions: `nonparametric()` + +Each of these functions accepts either [fixed numeric values]{.underline} or [model parameters]{.underline} as inputs for their distributional parameters. Note that current version of denim [does not accept mathematical expression as a distribution's parameters.]{style="color: red"} + +### Define a classic SIR model + +A classic SIR model can be defined in denim as followed + +```{r} +sir_model <- denim_dsl({ + S -> I = beta * (I/N) * S * timeStep + I -> R = d_exponential(rate = gamma) +}) +``` + +Any variable on the right hand side (RHS) of the transitions definition (that are not compartments) will be considered model parameters and [their values must be provided later on]{.underline}. + +In this example, model parameters are: `N`, `beta`, `S`, `gamma`. + +`timeStep` is a special variable in denim that automatically uses the time step defined in simulation configuration as it's value. Note that this special variable can ONLY be used within math expression. + +Users can also choose to provide fixed values as the distributional parameter as followed + +```{r eval=FALSE} +sir_model <- denim_dsl({ + S -> I = beta*(I/N)*S*timeStep + I -> R = d_exponential(rate = 1/4) +}) +``` + +Similar to R, users can also add comments in denim DSL by starting the comment with `#` sign. + +```{r eval=FALSE} +sir_model <- denim_dsl({ + # this is a comment + S -> I = beta*(I/N)*S*timeStep + I -> R = d_exponential(rate = 1/4) # this is another comment +}) +``` + +***Run model*** + +To run the model, users must provide: + +- Values for model parameters (in this example, `N`, `beta`, `S` and `gamma`). + +- Initial population for the compartments. + +- Simulation configurations. + +Parameters and initial values can be defined as [named vectors]{.underline} or [named lists]{.underline} in R. + +```{r} +# parameters for the model +parameters <- c( + beta = 0.4, + N = 1000, + gamma = 1/7 +) +# initial population for each compartment +initValues <- c( + S = 999, + I = 50, + R = 0 +) +``` + +Simulation configurations are provided as parameters for `sim()` function which runs the model, where: + +- `timeStep` is the duration of each time step in the model. + +- `simulationDuration` is the duration to run the simulation. + +```{r} +mod <- sim(sir_model, + parameters = parameters, + initialValues = initValues, + timeStep = 0.01, + simulationDuration = 40) +``` + +```{r} +plot(mod, ylim = c(1, 1000)) +``` + +### Time varying transition + +Aside from `timeStep`, denim also have another special variable `time` for time varying transition (e.g. for modeling seasonality). Note that this variable can ONLY be used within math expression. + +Example: time varying transition + +```{r} +time_varying_mod <- denim_dsl({ + A -> B = 20 * (1+cos(omega * time)) * timeStep +}) + +# parameters for the model +parameters <- c( + omega = 2*pi/10 +) +# initial population for each compartment +initValues <- c(A = 1000, B = 0) + +mod <- sim(time_varying_mod, + parameters = parameters, + initialValues = initValues, + timeStep = 0.01, + simulationDuration = 40) + +plot(mod, ylim = c(0, 1000)) +``` + +## R list + +Users can also define the model structure as a list in R. For example, the SIR model from previous example can be represented as followed. + +```{r} +sir_model_list <- list( + "S -> I" = "beta * (I/N) * S * timeStep", + "I -> R" = d_exponential(rate = "gamma") +) + +sir_model_list +``` + +Note that the transitions (`S -> I`, `I -> R`), mathematical expression (`beta * (I/N) * S * timeStep`), and the model parameter (`gamma`) must now be provided as strings. + +We can then run the model in the same manner as previously demonstrated. + +```{r} +# parameters for the model +parameters <- c( + beta = 0.4, + N = 1000, + gamma = 1/7 +) +# initial population for each compartment +initValues <- c( + S = 999, + I = 50, + R = 0 +) +# run the simulation +mod <- sim(sir_model_list, + parameters = parameters, + initialValues = initValues, + timeStep = 0.01, + simulationDuration = 40) +# plot output +plot(mod, ylim = c(1, 1000)) +``` + +***When should I define model as a list in R?*** + +While denim DSL offers cleaner and more readable syntax to define model structure, using R list may be more familiar to R users and better suited for integration to a more R-centric workflow. + +For example, consider a use case below, where we explore how model dynamics change under three different `I -> R` dwell time distributions (`d_gamma`, `d_weibull`, `d_lognormal`) using `map2`. + +```{r} +library(tidyverse) +# configurations for 3 different I->R transitions +model_config <- tibble( + IR_dists = c(d_gamma, d_weibull, d_lognormal), + IR_pars = list(c(rate = 0.1, shape = 3), c(scale = 5, shape = 0.3), c(mu = 0.3, sigma = 2)) +) + +model_config %>% + mutate( + plots = map2(IR_dists, IR_pars, \(dist, par){ + transitions <- list( + "S -> I" = "beta * S * (I / N) * timeStep", + # This is not applicable when using denim_dsl() + "I -> R" = do.call(dist, as.list(par)) + ) + + # model settings + denimInitialValues <- c(S = 980, I = 20, R = 0) + parameters <- c( + beta = 0.4, + N = 1000 + ) + + # compare output + mod <- sim(transitions = transitions, + initialValues = denimInitialValues, + parameters = parameters, + simulationDuration = 60, + timeStep = 0.05) + + plot(mod, ylim = c(0,1000)) + }) + ) %>% + pull(plots) +``` diff --git a/vignettes/multinomial.Rmd b/vignettes/multinomial.Rmd index 1ebe222..a809655 100644 --- a/vignettes/multinomial.Rmd +++ b/vignettes/multinomial.Rmd @@ -28,18 +28,18 @@ Modelers may encounter many situations where individuals can transition from one To specify the proportion that goes to each outgoing compartment, define the transition using the following syntax in model definition: -`"proportion * compartment -> out_compartment" = [transition]` +`proportion * compartment -> out_compartment = [transition]` Note that the `proportion` here is the proportion of `compartment` that will end up in `out_compartment` [at equilibrium]{.underline}. ***Example:*** An SIRD model where 90% of infected can recover while the remaining 10% will die. ```{r} -transitions <- list( - "S -> I" = "beta * S * (I / N) * timeStep", - "0.9 * I -> R" = d_gamma(1/3, 2), - "0.1 * I -> D" = d_exponential(0.1) -) +transitions <- denim_dsl({ + S -> I = beta * S * (I / N) * timeStep + 0.9 * I -> R = d_gamma(1/3, 2) + 0.1 * I -> D = d_exponential(0.1) +}) ``` ```{=html} @@ -68,11 +68,11 @@ $$ ***Example 2:*** The following model definition is equivalent to the one in ***Example 1*** ```{r} -transitions <- list( - "S -> I" = "beta * S * (I / N) * timeStep", - "36 * I -> R" = d_gamma(1/3, 2), - "4 * I -> D" = d_exponential(0.1) -) +transitions <- denim_dsl({ + S -> I = beta * S * (I / N) * timeStep + 36 * I -> R = d_gamma(1/3, 2) + 4 * I -> D = d_exponential(0.1) +}) ``` ### 2.2. Example model @@ -83,11 +83,11 @@ To further demonstrate the implementation of multinomial in `denim`, we provide ```{r} # model in denim -transitions <- list( - "S -> I" = "beta * S * (I / N) * timeStep", - "0.9 * I -> R" = d_gamma(1/3, 2), - "0.1 * I -> D" = d_exponential(0.1) -) +transitions <- denim_dsl({ + S -> I = beta * S * (I / N) * timeStep + 0.9 * I -> R = d_gamma(1/3, 2) + 0.1 * I -> D = d_exponential(0.1) +}) denimInitialValues <- c( S = 999, @@ -208,11 +208,11 @@ When there are multiple transitions from one compartment and no proportions are ***Example:*** the following model definition will treat `I->R` and `I->D` as competing risks. ```{r} -transitions <- list( - "S -> I" = "beta * S * (I / N) * timeStep", - "I -> R" = d_gamma(rate = 1/3, shape = 2), - "I -> D" = d_gamma(rate = 1/4, shape = 2) -) +transitions <- denim_dsl({ + S -> I = beta * S * (I / N) * timeStep + I -> R = d_gamma(rate = 1/3, shape = 2) + I -> D = d_gamma(rate = 1/4, shape = 2) +}) ``` ### 3.2. Example model @@ -222,11 +222,12 @@ To further demonstrate the implementation of competing risks in `denim`, we prov #### Model definition in denim ```{r} -transitions <- list( - "S -> I" = "beta * S * (I / N) * timeStep", - "I -> R" = d_gamma(rate = 1/3, shape = 2), - "I -> D" = d_gamma(rate = 1/4, shape = 2) -) +transitions <- denim_dsl({ + S -> I = beta * S * (I / N) * timeStep + I -> R = d_gamma(rate = 1/3, shape = 2) + I -> D = d_gamma(rate = 1/4, shape = 2) +}) + denimInitialValues <- c( S = 950, I = 50, diff --git a/vignettes/nonparametric.Rmd b/vignettes/nonparametric.Rmd new file mode 100644 index 0000000..c9bc7ce --- /dev/null +++ b/vignettes/nonparametric.Rmd @@ -0,0 +1,196 @@ +--- +title: "nonparametric distribution" +output: rmarkdown::html_vignette +vignette: > + %\VignetteIndexEntry{nonparametric} + %\VignetteEngine{knitr::rmarkdown} + %\VignetteEncoding{UTF-8} +--- + +```{r, include = FALSE} +knitr::opts_chunk$set( + collapse = TRUE, + comment = "#>" +) +``` + +```{r setup} +library(denim) +``` + +## Non-parametric vs parametric + +In denim, users have 2 options to define dwell-time distribution: + +- As a parametric distribution: using `d_*()` functions. + +- As a non-parametric distribution: using `nonparametric()` function and user must provide the histogram of distribution where bin-width matches `timeStep`. + +### Example 1 + +To demonstrate the difference between 2 approaches, we can try modeling an SIR model with Weibull distributed infectious period using `nonparametric()` and `d_weibull()`. + +***Model definition using `d_weibull()`*** + +```{r} +sir_parametric <- denim_dsl({ + S -> I = beta * (I/N) * S * timeStep + I -> R = d_weibull(scale = r_scale, shape = r_shape) +}) +``` + +Model parameters that must be defined are: `beta`, `N`, `r_scale`, `r_shape` + +***Model definition using*** ***`nonparametric()`*** + +```{r} +sir_nonparametric <- denim_dsl({ + S -> I = beta * (I/N) * S * timeStep + I -> R = nonparametric(dwelltime_dist) +}) +``` + +Model parameters that must be defined are: `beta`, `N`, `dwelltime_dist` (the discrete dwell time distribution) + +***Run model*** + +We will run both models under the following model settings + +```{r} +# parameters +mod_params <- list( + beta = 0.4, + N = 1000, + r_scale = 4, + r_shape = 3 +) +# initial population +init_vals <- c(S = 950, I = 50, R = 0) +# simulation duration and timestep +sim_duration <- 30 +timestep <- 0.05 +``` + +Running the model with `d_weibull()` is straight forward + +```{r} +parametric_mod <- sim(sir_parametric, + initialValues = init_vals, + parameters = mod_params, + simulationDuration = sim_duration, + timeStep = timestep) + +plot(parametric_mod, ylim = c(0, 1000)) +``` + +However, to run the model using `nonparametric()`, we first need to compute the discrete dwell time distribution (`dwelltime_dist`). + +Since all parametric distributions are asymptotic to 1, we will set the maximal dwell time as the time point where the cumulative probability is sufficiently close to 1 (i.e. above the threshold `1 - error_tolerance`). + +A helper function to compute discrete dwell time distribution from a distribution function in R is provided below. + +
+ +Helper function + +```{r} +# Compute discrete distribution of dwell-tinme +# dist_func - R distribution function for dwell time (pexp, pgamma, etc.) +# ... - parameters for dist_func +compute_dist <- function(dist_func,..., timestep=0.05, error_tolerance=0.0001){ + maxtime <- timestep + prev_prob <- 0 + prob_dist <- numeric() + + while(TRUE){ + # get current cumulative prob and check whether it is sufficiently close to 1 + temp_prob <- ifelse( + dist_func(maxtime, ...) < (1 - error_tolerance), + dist_func(maxtime, ...), + 1); + + # get f(t) + curr_prob <- temp_prob - prev_prob + prob_dist <- c(prob_dist, curr_prob) + + prev_prob <- temp_prob + maxtime <- maxtime + timestep + + if(temp_prob == 1){ + break + } + } + + prob_dist +} +``` + +
+ +We can then run the model as followed + +```{r} +# Compute the discrete distribution +dwelltime_dist <- compute_dist(pweibull, + scale = mod_params$r_scale, shape = mod_params$r_shape, + timestep = timestep) + +# Compute the discrete distribution +nonparametric_mod <- sim(sir_nonparametric, + initialValues = init_vals, + parameters = list( + beta = mod_params$beta, + N = mod_params$N, + dwelltime_dist = dwelltime_dist + ), + simulationDuration = sim_duration, + timeStep = timestep) +plot(nonparametric_mod, ylim = c(0, 1000)) +``` + +### Example 2 + +By using `nonparametric()`, we can run the model with any dwell time distribution shape + +Consider the following multimodal distribution. + +```{r echo=FALSE} +first_dist <- compute_dist(pweibull, + scale = 1.5, shape = 4, + timestep = timestep) +second_dist <- compute_dist(pweibull, + scale = 3, shape = 3.5, + timestep = timestep) +first_dist <- c(rep(0, length(second_dist) - length(first_dist)), first_dist) +multimodal_dist <- first_dist + second_dist +``` + +```{r} +timestep <- 0.05 +plot(seq(0, by = 0.05, length.out = length(multimodal_dist)), + multimodal_dist, + type = "l", col = "#374F77", lty = 1, lwd = 3, + xlab = "Length of stay (days)", ylab = "", yaxt = 'n') +``` + +We can also run the `sir_nonparametric` model from last example with this dwell time distribution + +```{r} +# model parameter +parameters <- list(beta = 0.4, N = 1000, + dwelltime_dist = multimodal_dist) +# initial population +init_vals <- c(S = 950, I = 50, R = 0) +# simulation duration and timestep +sim_duration <- 30 +timestep <- 0.05 + +# Run the model with multimodel distribution +nonparametric_mod <- sim( + sir_nonparametric, + initialValues = init_vals, + parameters = parameters, + simulationDuration = sim_duration, + timeStep = timestep) +plot(nonparametric_mod, ylim = c(0, 1000)) +``` From 5e5bbcfc50952ea40e069a658d97f2e49751f911 Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Fri, 30 May 2025 16:56:38 +0700 Subject: [PATCH 07/11] remove link due to failed check --- vignettes/denim_dsl.Rmd | 2 +- vignettes/denim_vs_deSolve.Rmd | 218 --------------------------------- 2 files changed, 1 insertion(+), 219 deletions(-) delete mode 100644 vignettes/denim_vs_deSolve.Rmd diff --git a/vignettes/denim_dsl.Rmd b/vignettes/denim_dsl.Rmd index 2726677..ecd2c3f 100644 --- a/vignettes/denim_dsl.Rmd +++ b/vignettes/denim_dsl.Rmd @@ -44,7 +44,7 @@ Model definition written in denim DSL must be parsed by the function `denim_dsl( For math expression, some basic supported operators include: `+` for addition, `-` for minus, `*` for multiplication, `/` for division, `^` for power. Users can also define additional model parameters in the math expression. -Math expressions in denim are parsed using muparser. For a full list of operators, visit [muparser website](https://beltoforion.de/en/muparser/features.php) +Math expressions in denim are parsed using muparser. For a full list of operators, visit the muparser website at https://beltoforion.de/en/muparser/features.php. ***Distribution functions*** diff --git a/vignettes/denim_vs_deSolve.Rmd b/vignettes/denim_vs_deSolve.Rmd deleted file mode 100644 index 1dc61c7..0000000 --- a/vignettes/denim_vs_deSolve.Rmd +++ /dev/null @@ -1,218 +0,0 @@ ---- -title: "denim vs deSolve" -output: rmarkdown::html_vignette -vignette: > - %\VignetteIndexEntry{denim vs deSolve} - %\VignetteEngine{knitr::rmarkdown} - %\VignetteEncoding{UTF-8} ---- - -## Comparison between deSolve and denim - -```{r define variables} -library(denim) -library(deSolve) - -# --- Timestep definition -simulationDuration <- 300 -timestep <- 0.01 # small timestep required for comparison - -# --- Transition def for denim -transitions <- list( - # note that timeStep uses the timeStep parameter in denim::sim() - "S -> I" = "beta * S * (I/N) * timeStep", - "I -> R" = d_gamma(rate = 1/3, shape = 2) -) -parameters <- c(beta = 0.2, rate = 1/3, shape=2, N=1000) -initialValues <- c(S = 999, I = 1, I1 = 1, I2=0, R=0) - -# --- Transition def for deSolve -transition_func <- function(t, state, param){ - with(as.list( c(state, param) ), { - - dS = - beta * S * I/N - # apply linear chain trick - dI1 = beta * S * I/N - rate*I1 - dI2 = rate*I1 - rate*I2 - dI = dI1 + dI2 - dR = rate*I2 - list(c(dS, dI, dI1, dI2, dR)) - }) -} -``` - -### Run simulation with denim - -```{r} -denim_runtime <- bench::mark( - sim(transitions = transitions, initialValues = initialValues, parameters, simulationDuration = simulationDuration, timeStep = timestep), - iterations = 1 -) -denim_runtime <- as.numeric(denim_runtime$total_time) - -mod <- sim(transitions = transitions, initialValues = initialValues, parameters, simulationDuration = simulationDuration, timeStep = timestep) -# --- show output -head(mod[mod$Time %in% 1:simulationDuration,]) -``` - -### Run simulation with deSolve - -```{r} -times <- seq(0, simulationDuration, timestep) - -desolve_runtime <- bench::mark( - ode(y = initialValues, times = times, parms = parameters, func = transition_func), - iterations = 1 -) -desolve_runtime <- as.numeric(desolve_runtime$total_time) - -ode_mod <- ode(y = initialValues, times = times, parms = parameters, func = transition_func) - -# --- show output -ode_mod <- as.data.frame(ode_mod) -head(ode_mod[ode_mod$time %in% 1:simulationDuration, c("time", "S", "I", "R")]) -``` - -### Execution time comparison - -```{r include=FALSE} -time_diff <- round(denim_runtime / desolve_runtime, digits = 2) -``` - -`denim` takes approximately `r time_diff` times as long as `deSolve` to compute the result with the given specifications . - -This significant difference can be attributed to the difference in approaches: `deSolve` solves a system of ODEs while `denim` iterates through each timestep and updates the population in each compartment - -While the approach in `denim` allow more flexibility in types of dwell time distributions, the computation time scales up exponentially as timestep grows smaller. - -## Plot the result - -```{r} -# increase timestep before plotting -mod <- mod[mod$Time %in% seq(0, simulationDuration, 0.2),] -ode_mod <- ode_mod[ode_mod$time %in% seq(0, simulationDuration, 0.2),] -``` - -```{r,echo=FALSE, fig.width=8, fig.height=5} -# ---- Plot S compartment -plot(x = mod$Time, y = mod$S,xlab = "Time", ylab = "Count", main="S compartment", - col = "#4876ff", type="l", lwd=3) -lines(ode_mod$time, ode_mod$S, lwd=3, lty=3) -legend(x = 225, y = 900,legend=c("denim", "deSolve"), col = c("#4876ff", "black"), lty=c(1,3)) - -# ---- Plot I compartment -plot(x = mod$Time, y = mod$I, xlab = "Time", ylab = "Count", main="I compartment", - col = "#4876ff", type="l", lwd=2) -lines(ode_mod$time, ode_mod$I, lwd=3, lty=3) -legend(x = 225, y = 15,legend=c("denim", "deSolve"), col = c("#4876ff", "black"), lty=c(1,3)) - -# ---- Plot R compartment -plot(x = mod$Time, y = mod$R, xlab = "Time", ylab = "Count", main="R compartment", - col = "#4876ff", type="l", lwd=2) -lines(ode_mod$time, ode_mod$R, lwd=3, lty=3) -legend(x = 225, y = 250,legend=c("denim", "deSolve"), col = c("#4876ff", "black"), lty=c(1,3)) - -``` - -## Comparison with SEIR model - -### Implementation using deSolve - -
- model definition `deSolve` -```{r } -library(deSolve) -parameters <- c(gamma_rate_I = 1/4, shape_I=2, - gamma_rate_R = 1/3, shape_R = 2, - R0 = 3.5, N = 1e6) -initialValues <- c(S = 999999, E1 = 1, - E2 = 0, E = 0, I1=0, - I2=0, I=0, R=0 - ) - -# --- Transition def for deSolve -transition_func <- function(t, state, param){ - with(as.list( c(state, param) ), { - - tr = (1/gamma_rate_R)*shape_R - - dS = - (R0/tr) * S * I/N - # apply linear chain trick - dE1 = (R0/tr) * S * I/N - gamma_rate_I*E1 - dE2 = gamma_rate_I*E1 - gamma_rate_I*E2 - dE = dE1 + dE2 - dI1 = gamma_rate_I*E2 - gamma_rate_R*I1 - dI2 = gamma_rate_R*I1 - gamma_rate_R*I2 - dI = dI1 + dI2 - - dR = gamma_rate_R*I2 - list(c(dS, dE1, dE2, dE, dI1, dI2, dI, dR)) - }) -} - -times <- seq(0, 210, 1) - -ode_mod <- ode(y = initialValues, times = times, parms = parameters, func = transition_func) - -# --- show output -ode_mod <- as.data.frame(ode_mod) -``` - -
- -### Implementation using denim - -
- model definition in `denim` - -```{r } -denim_model <- list( - "S -> E" = "(R0/tr) * timeStep * S * (I/N)", # formulate according that of uSEIR method - "E -> I" = d_gamma(rate = 1/4, shape = 2), - "I -> R" = d_gamma(rate = 1/3, shape = 2) -) - -initialValues <- c(S = 999999, E = 1, I= 0, R= 0) -parameters <- c(R0 = 3.5, - tr = 3*2, # compute mean recovery time, for gamma it's scale*shape - N = 1e6, timeStepDur = 0.01) - -mod <- sim(transitions = denim_model, - initialValues = initialValues, - parameters = parameters, - simulationDuration = 210, timeStep = 0.01) - -# denim_out[, c("S","E", "I", "R")] <- denim_out[, c("S","E", "I", "R")]/1e6 -plot(mod) -``` - -
- - -### Plot result - -```{r, echo=FALSE, fig.width=8, fig.height=5} -# ---- Plot S compartment -plot(x = mod$Time, y = mod$S,xlab = "Time", ylab = "Count", main="S compartment", - col = "#4876ff", type="l", lwd=3) -lines(ode_mod$time, ode_mod$S, lwd=3, lty=3) -legend(x = 15, y = 4e5,legend=c("denim", "deSolve"), col = c("#4876ff", "black"), lty=c(1,3)) - -# ---- Plot E compartment -plot(x = mod$Time, y = mod$E, xlab = "Time", ylab = "Count", main="E compartment", - col = "#4876ff", type="l", lwd=2) -lines(ode_mod$time, ode_mod$E, lwd=3, lty=3) -legend(x = 15, y = 1e5,legend=c("denim", "deSolve"), col = c("#4876ff", "black"), lty=c(1,3)) - -# ---- Plot I compartment -plot(x = mod$Time, y = mod$I, xlab = "Time", ylab = "Count", main="I compartment", - col = "#4876ff", type="l", lwd=2) -lines(ode_mod$time, ode_mod$I, lwd=3, lty=3) -legend(x = 15, y = 1e5,legend=c("denim", "deSolve"), col = c("#4876ff", "black"), lty=c(1,3)) - -# ---- Plot R compartment -plot(x = mod$Time, y = mod$R, xlab = "Time", ylab = "Count", main="R compartment", - col = "#4876ff", type="l", lwd=2) -lines(ode_mod$time, ode_mod$R, lwd=3, lty=3) -legend(x = 15, y = 4e5,legend=c("denim", "deSolve"), col = c("#4876ff", "black"), lty=c(1,3)) -``` From ebca41fd320d5232fd8961210bfad2b106c3967a Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Fri, 30 May 2025 16:57:22 +0700 Subject: [PATCH 08/11] Increment version number to 1.2.0 --- DESCRIPTION | 2 +- NEWS.md | 2 ++ 2 files changed, 3 insertions(+), 1 deletion(-) diff --git a/DESCRIPTION b/DESCRIPTION index 03491a6..e5462fd 100644 --- a/DESCRIPTION +++ b/DESCRIPTION @@ -1,7 +1,7 @@ Package: denim Type: Package Title: Generate and Simulate Deterministic Discrete-Time Compartmental Models -Version: 1.1.0 +Version: 1.2.0 Date: 2025-05-16 Authors@R: c( person("Thinh", "Ong", , "thinhop@oucru.org", role = c("aut", "cph"), diff --git a/NEWS.md b/NEWS.md index 6b25014..724c3e1 100644 --- a/NEWS.md +++ b/NEWS.md @@ -1,3 +1,5 @@ +# denim 1.2.0 + # denim 1.1.0 * Fix multinomial vs competing risks transition * Add distribute initial value feature From be8da7fd0226b847313240da230e9cb8136cfe4b Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Mon, 2 Jun 2025 14:30:00 +0700 Subject: [PATCH 09/11] Increment version number to 1.2.1 --- DESCRIPTION | 7 ++++--- NEWS.md | 4 ++++ 2 files changed, 8 insertions(+), 3 deletions(-) diff --git a/DESCRIPTION b/DESCRIPTION index e5462fd..5dc0af2 100644 --- a/DESCRIPTION +++ b/DESCRIPTION @@ -1,8 +1,8 @@ Package: denim Type: Package Title: Generate and Simulate Deterministic Discrete-Time Compartmental Models -Version: 1.2.0 -Date: 2025-05-16 +Version: 1.2.1 +Date: 2025-06-02 Authors@R: c( person("Thinh", "Ong", , "thinhop@oucru.org", role = c("aut", "cph"), comment = c(ORCID = "0000-0001-6772-9291")), @@ -20,9 +20,10 @@ License: MIT + file LICENSE URL: https://drthinhong.com/denim/, https://github.com/thinhong/denim BugReports: https://github.com/thinhong/denim/issues +Depends: R (>= 4.1.0) Imports: Rcpp (>= 1.0.6), - viridisLite, + colorspace, rlang, glue Suggests: diff --git a/NEWS.md b/NEWS.md index 724c3e1..6662f69 100644 --- a/NEWS.md +++ b/NEWS.md @@ -1,4 +1,8 @@ +# denim 1.2.1 + # denim 1.2.0 +* Add denim DSL support +* Add error handlers # denim 1.1.0 * Fix multinomial vs competing risks transition From 4f2bc2b974fe84b46895036a04980c02584faee9 Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Mon, 2 Jun 2025 14:46:33 +0700 Subject: [PATCH 10/11] prepare for patch release --- CRAN-SUBMISSION | 6 ++--- NAMESPACE | 4 ++++ NEWS.md | 2 ++ R/simulators.R | 20 +++++++++++----- cran-comments.md | 7 ++---- man/plot.denim.Rd | 24 +++++++++++++++++++ src/Compartment.cpp | 56 +++++++++++++++++++++++---------------------- src/Compartment.h | 14 +++++------- 8 files changed, 84 insertions(+), 49 deletions(-) create mode 100644 man/plot.denim.Rd diff --git a/CRAN-SUBMISSION b/CRAN-SUBMISSION index 16a5d07..4d9af78 100644 --- a/CRAN-SUBMISSION +++ b/CRAN-SUBMISSION @@ -1,3 +1,3 @@ -Version: 1.1.0 -Date: 2025-05-16 08:32:30 UTC -SHA: 5bffcb29721b4c7f8d2a876aadb3bbf99b197511 +Version: 1.2.0 +Date: 2025-05-30 10:48:50 UTC +SHA: ebca41fd320d5232fd8961210bfad2b106c3967a diff --git a/NAMESPACE b/NAMESPACE index 312d3e3..da94b16 100644 --- a/NAMESPACE +++ b/NAMESPACE @@ -6,8 +6,12 @@ export(d_exponential) export(d_gamma) export(d_lognormal) export(d_weibull) +export(denim_dsl) export(mathexpr) export(nonparametric) export(sim) import(Rcpp) +import(colorspace) +import(glue) +import(rlang) useDynLib(denim, .registration = TRUE) diff --git a/NEWS.md b/NEWS.md index 6662f69..2e873ce 100644 --- a/NEWS.md +++ b/NEWS.md @@ -1,4 +1,6 @@ # denim 1.2.1 +* Minor runtime improvement +* Add option to select color palette for plot # denim 1.2.0 * Add denim DSL support diff --git a/R/simulators.R b/R/simulators.R index 7f72560..472de47 100644 --- a/R/simulators.R +++ b/R/simulators.R @@ -94,16 +94,24 @@ sim <- function(transitions, initialValues, parameters=NULL, df } -# Overloaded plot function for denim object +#' Overloaded plot function for denim object +#' @param x - output of denim::sim function +#' +#' @param ... - additional parameter for `plot()` function +#' @param color_palette - a palette name from the colorspace package. You can view available palettes with `colorspace::hcl_palettes("qualitative", plot = TRUE)`. +#' +#' @import colorspace +#' @method plot denim #' @export -plot.denim <- function(x, ...) { +plot.denim <- function(x, ..., color_palette=NULL) { # Set color codes and compartment names - col_codes <- viridisLite::viridis(ncol(x) - 1) - # Test different color scale to be discrete instead of continuous - # col_codes <- hue_pal(l = 65, c = 70)(ncol(x) - 1) - comp_names <- colnames(x)[-1] + # col_codes <- viridisLite::viridis(ncol(x) - 1) + col_codes <- colorspace::qualitative_hcl(ncol(x) - 1, palette = color_palette) + + comp_names <- colnames(x)[-1] + # Plot the first compartment cmd1 <- paste0("with(x, { plot(Time, ", comp_names[1], ", type = \"l\", lwd = 3, col = \"", col_codes[1], diff --git a/cran-comments.md b/cran-comments.md index 1059dc3..6605c8d 100644 --- a/cran-comments.md +++ b/cran-comments.md @@ -1,8 +1,7 @@ ## Resubmission This is a resubmission. In this version I have: -* Change parameter scale of d_gamma to rate -* Fix bug in multinomial and competing risks modeling -* Add the functionality to distribute the initial values according to the specified distribution +* Improve the run time for sim() function +* Add option to select color palette for plot() ## R CMD check results @@ -26,5 +25,3 @@ We checked 0 reverse dependencies, comparing R CMD check results across CRAN and * We saw 0 new problems * We failed to check 0 packages - -* This is a new release. diff --git a/man/plot.denim.Rd b/man/plot.denim.Rd new file mode 100644 index 0000000..cb0e0cf --- /dev/null +++ b/man/plot.denim.Rd @@ -0,0 +1,24 @@ +% Generated by roxygen2: do not edit by hand +% Please edit documentation in R/simulators.R +\name{plot.denim} +\alias{plot.denim} +\title{Overloaded plot function for denim object} +\usage{ +\method{plot}{denim}(x, ..., color_palette = NULL) +} +\arguments{ +\item{x}{\itemize{ +\item output of denim::sim function +}} + +\item{...}{\itemize{ +\item additional parameter for \code{plot()} function +}} + +\item{color_palette}{\itemize{ +\item a palette name from the colorspace package. You can view available palettes with \code{colorspace::hcl_palettes("qualitative", plot = TRUE)}. +}} +} +\description{ +Overloaded plot function for denim object +} diff --git a/src/Compartment.cpp b/src/Compartment.cpp index 93435cc..fe967a4 100644 --- a/src/Compartment.cpp +++ b/src/Compartment.cpp @@ -32,7 +32,7 @@ void Compartment::setLengthSubCompartment() { if(this->competingRisks){ // --- use same subcompartment chain for competing risks ---- - // also uses outSubcompartments to keep track of changes before update the subCompartment + // also uses tmpSubComp to save subComps from last iteration this -> subCompartments.resize((size_t) 1); for (size_t pos = 0; pos < outDistributions.size(); pos++){ size_t currLength = outDistributions[pos]->getMaxDay(); @@ -74,8 +74,8 @@ void Compartment::setLengthSubCompartment() { } } - // outSubCompartment is the maximum length of subCompartment - outSubCompartments.resize(maxLength); + // tmpSubComp is the maximum length of subCompartment + tmpSubComp.resize(maxLength); } /** @@ -180,8 +180,11 @@ size_t Compartment::findOutCompPosition(std::string nameOutComp) { void Compartment::updateCompartment(size_t iter, std::vector& paramNames, std::vector& paramValues, std::vector> &comps) { // reset out values std::fill(outTotals.begin(), outTotals.end(), 0); - // reset outSubCompartment for each interation - std::fill(outSubCompartments.begin(), outSubCompartments.end(), 0); + + // assign values of current subCompartment to tmpSubComp + // since tmpSubComp is only used for competingRisk scenario where there is only 1 subCompartment chain, simply get the 1st chain + tmpSubComp.assign(subCompartments[0].begin(), subCompartments[0].end()); + // Compute total in value of this compartment (later distributed to first subcompartment of each subcompartments chain) double inValue {0}; @@ -216,27 +219,19 @@ void Compartment::updateCompartment(size_t iter, std::vector& param // only update chains of subCompartments in multinomial case if(!this->competingRisks){ + // shift subCompartments for next iteration - for (size_t i_subComp {subCompartments[outIndex].size() - 1}; i_subComp > 0; --i_subComp) { - subCompartments[outIndex][i_subComp] = subCompartments[outIndex][i_subComp - 1]; - } - // update the initial subComp population to be incoming population - subCompartments[outIndex][0] = outWeights[outIndex]*inValue; + subCompartments[outIndex].pop_back(); + subCompartments[outIndex].push_front(outWeights[outIndex]*inValue); } } } - // in competing risks case, update subChain compartments after finishing updating outSubCompartments + // in competing risks case, shift subCompartments for next iteration after looping through all outCompartments if(this->competingRisks){ - if(subCompartments[0].size() == (size_t) 1){ - subCompartments[0][0] -= outSubCompartments[0]; - } - else{ - // shift subCompartments for next iteration - for (size_t i_subComp {subCompartments[0].size() - 1}; i_subComp > 0; --i_subComp) { - subCompartments[0][i_subComp] = subCompartments[0][i_subComp - 1] - outSubCompartments[i_subComp-1]; - } - subCompartments[0][0] = 0; + if(subCompartments[0].size() > (size_t) 1){ + subCompartments[0].pop_back(); + subCompartments[0].push_front(0); } // update the initial subComp population to be incoming population subCompartments[0][0] += inValue; @@ -257,10 +252,11 @@ void Compartment::updateSubCompByDist(size_t iter, size_t outIndex) { if(this->competingRisks){ startIndex = std::min(iter, subCompartments[0].size() - 1); for (size_t i {0}; i <= startIndex; ++i) { - outTotals[outIndex] += subCompartments[0][startIndex - i] * outDistributions[outIndex]->getTransitionProb(startIndex - i); - // if competing risks, update outSubCompartment instead - outSubCompartments[startIndex - i] += subCompartments[0][startIndex - i] * outDistributions[outIndex]->getTransitionProb(startIndex - i); + // if competing risks, update using tmpSubComp instead + outTotals[outIndex] += tmpSubComp[startIndex - i] * outDistributions[outIndex]->getTransitionProb(startIndex - i); + subCompartments[0][startIndex - i] -= tmpSubComp[startIndex - i] * outDistributions[outIndex]->getTransitionProb(startIndex - i); } + }else{ startIndex = std::min(iter, subCompartments[outIndex].size() - 1); for (size_t i {0}; i <= startIndex; ++i) { @@ -338,8 +334,11 @@ void Compartment::updateSubCompByMath(size_t iter, size_t outIndex, std::vector< double sumSubComp = std::accumulate(this -> subCompartments[0].begin(), this -> subCompartments[0].end(), (double) 0); if (sumSubComp > 0) { double remainPct = (sumSubComp - outTotals[outIndex]) / sumSubComp; - for (size_t i_subComp {0}; i_subComp < subCompartments[0].size(); ++i_subComp) { - outSubCompartments[i_subComp] += subCompartments[0][i_subComp] * (1-remainPct); + + // TODO: alternate algorithm for improve runtime + for (size_t i_subComp {0}; i_subComp < subCompartments[0].size(); ++i_subComp) { + // if competing risks, update using tmpSubComp instead + subCompartments[0][i_subComp] -= tmpSubComp[i_subComp] * (1-remainPct); } } }else{ @@ -376,8 +375,11 @@ void Compartment::updateSubCompByConst(size_t iter, size_t outIndex) { double sumSubComp = std::accumulate(this -> subCompartments[0].begin(), this -> subCompartments[0].end(), (double) 0); if (sumSubComp > 0) { double remainPct = (sumSubComp - outTotals[outIndex]) / sumSubComp; - for (size_t i_subComp {0}; i_subComp < subCompartments[0].size(); ++i_subComp) { - outSubCompartments[i_subComp] += subCompartments[0][i_subComp] * (1-remainPct); + + // TODO: alternate algorithm for improve runtime + for (size_t i_subComp {0}; i_subComp < subCompartments[0].size(); ++i_subComp) { + // if competing risks, update using tmpSubComp instead + subCompartments[0][i_subComp] -= tmpSubComp[i_subComp] * (1-remainPct); } } }else{ diff --git a/src/Compartment.h b/src/Compartment.h index 0098b44..e8162a7 100644 --- a/src/Compartment.h +++ b/src/Compartment.h @@ -20,7 +20,7 @@ class Compartment { // TODO: // - make subcomartments a nested double array, with dim [nOutCompartments, nMaxDwelltime] // - instantiate population for subCompartments based on outDistribution - std::vector> subCompartments; + std::vector> subCompartments; // total: the sum of all subCompartments (i.e. population of this compartment) per iteration/timestep std::vector compTotal; @@ -28,7 +28,7 @@ class Compartment { // inCompartments: compartments that will move in to this state std::vector> inCompartments; - // outCompartments: compartments that this state will move out, with pre-defined outDistributions and outWeights, + // outCompartments: compartments that this state will move out to, with pre-defined outDistributions and outWeights, // after calculation the final output will be sum into outTotals std::vector> outCompartments; // out distribution corresponding to each outCompartment @@ -38,10 +38,9 @@ class Compartment { // out weight corresponding to each outCompartment std::vector outWeights; - // store population that move out of each sub compartment in the current iteration - // values will be reset to 0 then updated while iterating through each out compartment - // TODO: update length to be the max length of subCompartments (i.e, max of nMaxDwelltime) - std::vector outSubCompartments; + // store population of subCompartment from last iteration for updating + std::vector tmpSubComp; + // out population corresponding to each outCompartment in current iteration (sum over all outSubCompartment of that out compartment) // values will be reset to 0 then updated while iterating through each timestep std::vector outTotals; @@ -66,9 +65,8 @@ class Compartment { std::vector> getOutDistributions(); std::vector getOutWeights(); - std::vector> getSubCompartmentValues() {return subCompartments;}; + std::vector> getSubCompartmentValues() {return subCompartments;}; std::vector getOutValues() {return outTotals;}; - std::vector getOutSubCompartments() {return outSubCompartments;}; // Setters void addOutDistribution(std::shared_ptr& dist, bool distInit = false); From 0147f1665486fd8cc34abaf48851895a475f2884 Mon Sep 17 00:00:00 2001 From: Quynh Anh <90673616+quingzz@users.noreply.github.com> Date: Tue, 3 Jun 2025 13:21:55 +0700 Subject: [PATCH 11/11] rerender with newest version of denim --- .DS_Store | Bin 12292 -> 12292 bytes .Rprofile | 1 + CRAN-SUBMISSION | 6 +- R/simulators.R | 9 +- README.Rmd | 22 +- README.md | 32 +- _pkgdown.yml | 7 +- docs/404.html | 5 +- docs/LICENSE-text.html | 5 +- docs/LICENSE.html | 5 +- docs/articles/deSolve_to_denim.html | 39 +- .../figure-html/unnamed-chunk-8-1.png | Bin 0 -> 192909 bytes .../figure-html/unnamed-chunk-8-2.png | Bin 0 -> 191717 bytes .../figure-html/unnamed-chunk-8-3.png | Bin 0 -> 167042 bytes docs/articles/denim.html | 111 ++- docs/articles/denim_benchmark.html | 404 ++++++-- .../figure-html/unnamed-chunk-16-1.png | Bin 319783 -> 193488 bytes .../figure-html/unnamed-chunk-16-2.png | Bin 0 -> 194661 bytes 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new file mode 100644 index 0000000..dea09f7 --- /dev/null +++ b/.Rprofile @@ -0,0 +1 @@ +options(pkg.build_extra_flags = FALSE) diff --git a/CRAN-SUBMISSION b/CRAN-SUBMISSION index 4d9af78..235fbf6 100644 --- a/CRAN-SUBMISSION +++ b/CRAN-SUBMISSION @@ -1,3 +1,3 @@ -Version: 1.2.0 -Date: 2025-05-30 10:48:50 UTC -SHA: ebca41fd320d5232fd8961210bfad2b106c3967a +Version: 1.2.1 +Date: 2025-06-02 07:51:53 UTC +SHA: 4f2bc2b974fe84b46895036a04980c02584faee9 diff --git a/R/simulators.R b/R/simulators.R index 472de47..27af19b 100644 --- a/R/simulators.R +++ b/R/simulators.R @@ -33,7 +33,7 @@ #' #' Simulation function that call the C++ simulator #' -#' @param transitions a list of transitions follows this format `"transition" = distribution()` +#' @param transitions output of function `denim_dsl()` or a list of transitions follows this format `"transition" = distribution()` #' @param initialValues a vector contains the initial values of all compartments defined #' in the **transitions**, follows this format `compartment_name = initial_value` #' @param parameters a vector contains values of any parameters that are not compartments, @@ -49,6 +49,13 @@ #' @export #' #' @examples +#' # model can be defined using denim DSL +#' transitions <- denim_dsl({ +#' S -> I = beta * S * I / N +#' I -> R = d_gamma(1/3, 2) +#' }) +#' +#' # or as a list #' transitions <- list( #' "S -> I" = "beta * S * I / N", #' "I -> R" = d_gamma(1/3, 2) diff --git a/README.Rmd b/README.Rmd index 939d41c..dd9aac2 100644 --- a/README.Rmd +++ b/README.Rmd @@ -24,7 +24,13 @@ An R package for building and simulating deterministic discrete-time compartment ## Installation -You can install the development version of denim from [GitHub](https://github.com/) with: +You can install denim from CRAN with: + +``` r +install.packages("denim") +``` + +Or install the development version of denim from [GitHub](https://github.com/) with: ``` r # install.packages("devtools") @@ -38,13 +44,13 @@ This is a basic example to illustrate the specification of a simple SIR model, w ```{r example} library(denim) -transitions <- list( - "S -> I" = "beta * S * I / N", - "I -> R" = d_gamma(rate = 1/3, shape = 2) -) +transitions <- denim_dsl({ + S -> I = beta * S * I / N * timeStep + I -> R = d_gamma(rate = 1/3, shape = 2) +}) parameters <- c( - beta = 0.12, + beta = 1.2, N = 1000 ) @@ -54,7 +60,7 @@ initialValues <- c( R = 0 ) -simulationDuration <- 10 +simulationDuration <- 20 timeStep <- 0.01 mod <- sim(transitions = transitions, initialValues = initialValues, @@ -71,5 +77,5 @@ head(mod) We can plot the output with: ```{r example-plot, dpi=300, fig.width=5} -plot(mod) +plot(mod, ylim = c(1, 1000)) ``` diff --git a/README.md b/README.md index b53850f..53eb8a9 100644 --- a/README.md +++ b/README.md @@ -18,7 +18,13 @@ compartmental models with memory. ## Installation -You can install the development version of denim from +You can install denim from CRAN with: + +``` r +install.packages("denim") +``` + +Or install the development version of denim from [GitHub](https://github.com/) with: ``` r @@ -36,13 +42,13 @@ are gamma distributed in this example: ``` r library(denim) -transitions <- list( - "S -> I" = "beta * S * I / N", - "I -> R" = d_gamma(rate = 1/3, shape = 2) -) +transitions <- denim_dsl({ + S -> I = beta * S * I / N * timeStep + I -> R = d_gamma(rate = 1/3, shape = 2) +}) parameters <- c( - beta = 0.12, + beta = 1.2, N = 1000 ) @@ -52,7 +58,7 @@ initialValues <- c( R = 0 ) -simulationDuration <- 10 +simulationDuration <- 20 timeStep <- 0.01 mod <- sim(transitions = transitions, initialValues = initialValues, @@ -66,17 +72,17 @@ The output is a data frame with 4 columns: `Time`, `S`, `I` and `R` head(mod) #> Time S I R #> 1 0.00 999.0000 1.000000 0.000000e+00 -#> 2 0.01 998.8801 1.119874 5.543225e-06 -#> 3 0.02 998.7459 1.254092 2.278823e-05 -#> 4 0.03 998.5956 1.404364 5.306419e-05 -#> 5 0.04 998.4273 1.572606 9.785981e-05 -#> 6 0.05 998.2389 1.760961 1.588423e-04 +#> 2 0.01 998.9880 1.011982 5.543225e-06 +#> 3 0.02 998.9759 1.024097 2.219016e-05 +#> 4 0.03 998.9636 1.036346 5.000038e-05 +#> 5 0.04 998.9512 1.048730 8.903457e-05 +#> 6 0.05 998.9386 1.061252 1.393545e-04 ``` We can plot the output with: ``` r -plot(mod) +plot(mod, ylim = c(1, 1000)) ``` ![](man/figures/README-example-plot-1.png) diff --git a/_pkgdown.yml b/_pkgdown.yml index bbd238a..03d90ba 100644 --- a/_pkgdown.yml +++ b/_pkgdown.yml @@ -14,11 +14,12 @@ articles: - title: denim features navbar: ~ contents: + - denim_dsl - multinomial + - nonparametric - title: denim comparison navbar: denim comparison contents: - - denim_vs_deSolve - denim_benchmark - title: migrate to denim navbar: migrate to denim @@ -48,9 +49,13 @@ reference: # desc: Define a set of probabilities of transition from one compartment to multiple compartments # contents: # - multinomial +- title: DSL parser + contents: + - denim_dsl - title: Simulator contents: - sim + - plot.denim - title: internal contents: - denim-package diff --git a/docs/404.html b/docs/404.html index dd3c82f..5dc9cd9 100644 --- a/docs/404.html +++ b/docs/404.html @@ -31,7 +31,7 @@ denim - 1.0.1 + 1.2.1 + + + + + +
+ + + + +
+
+ + + + +
+

Model definition in denim +

+

In denim, model is defined by a set of transitions between +compartments. Each transition is provided in the form of a +key-value pair, where:

+
    +
  • key show the transition direction between 2 +compartments.

  • +
  • value is an expression that describe the transition, it +can be a math expression or a +built-in dwell-time distribution +function.

  • +
+

These key-value pairs can be provided in 2 ways

+
    +
  • Using denim domain-specific language (DSL).

  • +
  • Define as a list in R.

  • +
+
+
+

Denim DSL +

+

In denim, each line of code must be a transition. The syntax for +defining a transition in denim DSL is as followed:

+

compartment_A -> compartment_B = transition

+

Model definition written in denim DSL must be parsed by the function +denim_dsl()

+

Math expression

+

For math expression, some basic supported operators include: ++ for addition, - for minus, * +for multiplication, / for division, ^ for +power. Users can also define additional model parameters in the math +expression.

+

Math expressions in denim are parsed using muparser. For a full list +of operators, visit the muparser website at https://beltoforion.de/en/muparser/features.php.

+

Distribution functions

+

Several built-in functions are provided to describe transitions based +on the distribution of dwell time:

+ +

Each of these functions accepts either fixed numeric values or +model parameters as inputs for their distributional parameters. +Note that current version of denim does not +accept mathematical expression as a distribution’s +parameters.

+
+

Define a classic SIR model +

+

A classic SIR model can be defined in denim as followed

+
+sir_model <- denim_dsl({
+  S -> I = beta * (I/N) * S * timeStep
+  I -> R = d_exponential(rate = gamma)
+})
+

Any variable on the right hand side (RHS) of the transitions +definition (that are not compartments) will be considered model +parameters and their values must be provided later on.

+

In this example, model parameters are: N, +beta, S, gamma.

+

timeStep is a special variable in denim that +automatically uses the time step defined in simulation configuration as +it’s value. Note that this special variable can ONLY be used within math +expression.

+

Users can also choose to provide fixed values as the distributional +parameter as followed

+
+sir_model <- denim_dsl({
+  S -> I = beta*(I/N)*S*timeStep
+  I -> R = d_exponential(rate = 1/4)
+})
+

Similar to R, users can also add comments in denim DSL by starting +the comment with # sign.

+
+sir_model <- denim_dsl({
+  # this is a comment
+  S -> I = beta*(I/N)*S*timeStep
+  I -> R = d_exponential(rate = 1/4) # this is another comment
+})
+

Run model

+

To run the model, users must provide:

+
    +
  • Values for model parameters (in this example, N, +beta, S and gamma).

  • +
  • Initial population for the compartments.

  • +
  • Simulation configurations.

  • +
+

Parameters and initial values can be defined as named vectors +or named lists in R.

+
+# parameters for the model
+parameters <- c(
+  beta = 0.4,
+  N = 1000,
+  gamma = 1/7
+)
+# initial population for each compartment 
+initValues <- c(
+  S = 999, 
+  I = 50,
+  R = 0
+)
+

Simulation configurations are provided as parameters for +sim() function which runs the model, where:

+
    +
  • timeStep is the duration of each time step in the +model.

  • +
  • simulationDuration is the duration to run the +simulation.

  • +
+
+mod <- sim(sir_model, 
+    parameters = parameters, 
+    initialValues = initValues, 
+    timeStep = 0.01,
+    simulationDuration = 40)
+
+plot(mod, ylim = c(1, 1000))
+

+
+
+

Time varying transition +

+

Aside from timeStep, denim also have another special +variable time for time varying transition (e.g. for +modeling seasonality). Note that this variable can ONLY be used within +math expression.

+

Example: time varying transition

+
+time_varying_mod <- denim_dsl({
+  A -> B = 20 * (1+cos(omega * time)) * timeStep
+})
+
+# parameters for the model
+parameters <- c(
+  omega = 2*pi/10
+)
+# initial population for each compartment 
+initValues <- c(A = 1000, B = 0)
+
+mod <- sim(time_varying_mod, 
+    parameters = parameters, 
+    initialValues = initValues, 
+    timeStep = 0.01,
+    simulationDuration = 40)
+
+plot(mod, ylim = c(0, 1000))
+

+
+
+
+

R list +

+

Users can also define the model structure as a list in R. For +example, the SIR model from previous example can be represented as +followed.

+
+sir_model_list <- list(
+  "S -> I" = "beta * (I/N) * S * timeStep",
+  "I -> R" = d_exponential(rate = "gamma")
+)
+
+sir_model_list
+#> $`S -> I`
+#> [1] "beta * (I/N) * S * timeStep"
+#> 
+#> $`I -> R`
+#> Discretized exponential distribution
+#> Rate = gamma
+

Note that the transitions (S -> I, +I -> R), mathematical expression +(beta * (I/N) * S * timeStep), and the model parameter +(gamma) must now be provided as strings.

+

We can then run the model in the same manner as previously +demonstrated.

+
+# parameters for the model
+parameters <- c(
+  beta = 0.4,
+  N = 1000,
+  gamma = 1/7
+)
+# initial population for each compartment 
+initValues <- c(
+  S = 999, 
+  I = 50,
+  R = 0
+)
+# run the simulation
+mod <- sim(sir_model_list, 
+    parameters = parameters, 
+    initialValues = initValues, 
+    timeStep = 0.01,
+    simulationDuration = 40)
+# plot output
+plot(mod, ylim = c(1, 1000))
+

+

When should I define model as a list in +R?

+

While denim DSL offers cleaner and more readable syntax to define +model structure, using R list may be more familiar to R users and better +suited for integration to a more R-centric workflow.

+

For example, consider a use case below, where we explore how model +dynamics change under three different I -> R dwell time +distributions (d_gamma, d_weibull, +d_lognormal) using map2.

+
+library(tidyverse)
+#> Warning: package 'ggplot2' was built under R version 4.3.1
+#> Warning: package 'tidyr' was built under R version 4.3.1
+#> Warning: package 'readr' was built under R version 4.3.1
+#> Warning: package 'purrr' was built under R version 4.3.3
+#> Warning: package 'dplyr' was built under R version 4.3.1
+#> Warning: package 'stringr' was built under R version 4.3.1
+#> Warning: package 'lubridate' was built under R version 4.3.3
+# configurations for 3 different I->R transitions
+model_config <- tibble(
+  IR_dists = c(d_gamma, d_weibull, d_lognormal),
+  IR_pars = list(c(rate = 0.1, shape = 3), c(scale = 5, shape = 0.3), c(mu = 0.3, sigma = 2))
+)
+
+model_config %>% 
+  mutate(
+    plots = map2(IR_dists, IR_pars, \(dist, par){
+      transitions <- list(
+        "S -> I" = "beta * S * (I / N) * timeStep",
+        # This is not applicable when using denim_dsl()
+        "I -> R" = do.call(dist, as.list(par))
+      )
+      
+      # model settings
+      denimInitialValues <- c(S = 980, I = 20, R = 0)
+      parameters <- c(
+        beta = 0.4,
+        N = 1000
+      )
+      
+      # compare output 
+      mod <- sim(transitions = transitions, 
+                 initialValues = denimInitialValues, 
+                 parameters = parameters, 
+                 simulationDuration = 60, 
+                 timeStep = 0.05)
+      
+      plot(mod, ylim = c(0,1000))
+    })
+  ) %>% 
+  pull(plots)
+

+
#> [[1]]
+#> [[1]]$rect
+#> [[1]]$rect$w
+#> [1] 8.5166
+#> 
+#> [[1]]$rect$h
+#> [1] 324.2026
+#> 
+#> [[1]]$rect$left
+#> [1] 53.8834
+#> 
+#> [[1]]$rect$top
+#> [1] 662.1013
+#> 
+#> 
+#> [[1]]$text
+#> [[1]]$text$x
+#> [1] 60.30808 60.30808 60.30808
+#> 
+#> [[1]]$text$y
+#> [1] 581.0507 500.0000 418.9493
+#> 
+#> 
+#> 
+#> [[2]]
+#> [[2]]$rect
+#> [[2]]$rect$w
+#> [1] 8.5166
+#> 
+#> [[2]]$rect$h
+#> [1] 324.2026
+#> 
+#> [[2]]$rect$left
+#> [1] 53.8834
+#> 
+#> [[2]]$rect$top
+#> [1] 662.1013
+#> 
+#> 
+#> [[2]]$text
+#> [[2]]$text$x
+#> [1] 60.30808 60.30808 60.30808
+#> 
+#> [[2]]$text$y
+#> [1] 581.0507 500.0000 418.9493
+#> 
+#> 
+#> 
+#> [[3]]
+#> [[3]]$rect
+#> [[3]]$rect$w
+#> [1] 8.5166
+#> 
+#> [[3]]$rect$h
+#> [1] 324.2026
+#> 
+#> [[3]]$rect$left
+#> [1] 53.8834
+#> 
+#> [[3]]$rect$top
+#> [1] 662.1013
+#> 
+#> 
+#> [[3]]$text
+#> [[3]]$text$x
+#> [1] 60.30808 60.30808 60.30808
+#> 
+#> [[3]]$text$y
+#> [1] 581.0507 500.0000 418.9493
+
+
+
+ + + +
+ + + +
+
+ + + + + + + diff --git a/docs/articles/denim_dsl_files/figure-html/unnamed-chunk-10-1.png b/docs/articles/denim_dsl_files/figure-html/unnamed-chunk-10-1.png new file mode 100644 index 0000000000000000000000000000000000000000..f0d0618c132b490e157c6b3b1d2cdd46f01990ec GIT binary patch literal 237205 zcmeFZXIPWx`#&5%7kOIoEY_|E9J&$M-zngFqk- z==CeQAka~65a|2ZBi{o5GQxeh1NidopPK4dfUm%_tyYTwzI^9#-NYLNGQYO_-+`YK z)GmWSzk;AwF6;ZJEjAxG04xc8z$hji+1>Z+^Hl<0CGb@OUnTHW0$(NYRRUin@Kpj| zCGb@OUnTHW0$(NY|Fi@`hiec&b`Yhb@Ds_{;d|)c3Q)&?`;HMgeR`|0>?hY3FOHrb zICb=A_PdwbFUtCw8XNzXc)76e%FkCV`dcr3Z*p1x#w!>%KIhRX!|oc=n0Lr{MqbK-5 z*0Hkrg~XRcBW!bePa*LV3{5RnG=N*B7ijBGEbT09ti|mPdiOlmC)=-vmcJIp!mwRf z39Kvj9Wh@;mEunhA={8K-Gp51pqRkE&wxTr%q>;)>-%-C3Tk%WCt``EL^(0rgL}5! z{Wesk=0#u~_3>=Sm7KW+Vh!=uKfv&r^|7{>GXTpqT(ZL|Skg-sFShLtuUVc@?`ABP zHyX@7+_57pe1_$Bzz-{sRIGF~_*;{~w1SW-Z(tD4`Yf8M=U4Gs9l6lPhbpp|K>g>C z6M|I+?N#<}2;`dj#A>|BY@0_A4k z>}hvSO}723oV}{&pGK#KXQ%d@)0%*L7%T2yVH`#qt+&P(dcJdj*#o=y{b!e^hH?c( 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+ + + + +
+
+ + + + +
+

Non-parametric vs parametric +

+

In denim, users have 2 options to define dwell-time distribution:

+
    +
  • As a parametric distribution: using d_*() +functions.

  • +
  • As a non-parametric distribution: using +nonparametric() function and user must provide the +histogram of distribution where bin-width matches +timeStep.

  • +
+
+

Example 1 +

+

To demonstrate the difference between 2 approaches, we can try +modeling an SIR model with Weibull distributed infectious period using +nonparametric() and d_weibull().

+

Model definition using +d_weibull()

+
+sir_parametric <- denim_dsl({
+  S -> I = beta * (I/N) * S * timeStep
+  I -> R = d_weibull(scale = r_scale, shape = r_shape)
+})
+

Model parameters that must be defined are: beta, +N, r_scale, r_shape

+

Model definition using +nonparametric()

+
+sir_nonparametric <- denim_dsl({
+  S -> I = beta * (I/N) * S * timeStep
+  I -> R = nonparametric(dwelltime_dist)
+})
+

Model parameters that must be defined are: beta, +N, dwelltime_dist (the discrete dwell time +distribution)

+

Run model

+

We will run both models under the following model settings

+
+# parameters
+mod_params <- list(
+  beta = 0.4,
+  N = 1000,
+  r_scale = 4,
+  r_shape = 3
+)
+# initial population
+init_vals <- c(S = 950, I = 50, R = 0)
+# simulation duration and timestep
+sim_duration <- 30
+timestep <- 0.05
+

Running the model with d_weibull() is straight +forward

+
+parametric_mod <- sim(sir_parametric,
+    initialValues = init_vals,
+    parameters = mod_params,
+    simulationDuration = sim_duration,
+    timeStep = timestep) 
+
+plot(parametric_mod, ylim = c(0, 1000))
+

+

However, to run the model using nonparametric(), we +first need to compute the discrete dwell time distribution +(dwelltime_dist).

+

Since all parametric distributions are asymptotic to 1, we will set +the maximal dwell time as the time point where the cumulative +probability is sufficiently close to 1 (i.e. above the threshold +1 - error_tolerance).

+

A helper function to compute discrete dwell time distribution from a +distribution function in R is provided below.

+
+Helper function +
+# Compute discrete distribution of dwell-tinme
+# dist_func - R distribution function for dwell time (pexp, pgamma, etc.)
+# ... - parameters for dist_func
+compute_dist <- function(dist_func,..., timestep=0.05, error_tolerance=0.0001){
+  maxtime <- timestep
+  prev_prob <- 0
+  prob_dist <- numeric()
+  
+  while(TRUE){
+     # get current cumulative prob and check whether it is sufficiently close to 1
+     temp_prob <-  ifelse(
+       dist_func(maxtime, ...) < (1 - error_tolerance), 
+       dist_func(maxtime, ...), 
+       1);
+
+     # get f(t)
+     curr_prob <- temp_prob - prev_prob
+     prob_dist <- c(prob_dist, curr_prob)
+     
+     prev_prob <- temp_prob
+     maxtime <- maxtime + timestep
+     
+     if(temp_prob == 1){
+       break
+     }
+  }
+  
+  prob_dist
+}
+

We can then run the model as followed

+
+# Compute the discrete distribution
+dwelltime_dist <- compute_dist(pweibull, 
+                               scale = mod_params$r_scale, shape = mod_params$r_shape,
+                               timestep = timestep)
+
+# Compute the discrete distribution
+nonparametric_mod <- sim(sir_nonparametric,
+    initialValues = init_vals,
+    parameters = list(
+      beta = mod_params$beta,
+      N = mod_params$N,
+      dwelltime_dist = dwelltime_dist
+    ),
+    simulationDuration = sim_duration,
+    timeStep = timestep) 
+plot(nonparametric_mod, ylim = c(0, 1000))
+

+
+
+

Example 2 +

+

By using nonparametric(), we can run the model with any +dwell time distribution shape

+

Consider the following multimodal distribution.

+
+timestep <- 0.05
+plot(seq(0, by = 0.05, length.out = length(multimodal_dist)), 
+     multimodal_dist, 
+     type = "l", col = "#374F77", lty = 1, lwd = 3,
+     xlab = "Length of stay (days)", ylab = "", yaxt = 'n')
+

+

We can also run the sir_nonparametric model from last +example with this dwell time distribution

+
+# model parameter
+parameters <- list(beta = 0.4, N = 1000,
+                   dwelltime_dist = multimodal_dist)
+# initial population
+init_vals <- c(S = 950, I = 50, R = 0)
+# simulation duration and timestep
+sim_duration <- 30
+timestep <- 0.05
+
+# Run the model with multimodel distribution
+nonparametric_mod <- sim(
+  sir_nonparametric,
+  initialValues = init_vals,
+  parameters = parameters,
+  simulationDuration = sim_duration,
+  timeStep = timestep) 
+plot(nonparametric_mod, ylim = c(0, 1000))
+

+
+
+
+
+ + + +
+ + + +
+
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+

DSL parser

+ + + + +
+ + + + +
+ + denim_dsl() +
+
Define transitions using denim's domain-specific language (DSL)
+

Simulator

@@ -144,6 +161,11 @@

Simulatorsim()

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Simulator for deterministic discrete time model with memory
+
+ + plot(<denim>) +
+
Overloaded plot function for denim object
diff --git a/docs/reference/mathexpr.html b/docs/reference/mathexpr.html index c10496e..a2e0984 100644 --- a/docs/reference/mathexpr.html +++ b/docs/reference/mathexpr.html @@ -10,7 +10,7 @@ denim - 1.0.1 + 1.2.1 + + + + + +
+
+
+ +
+

Overloaded plot function for denim object

+
+ +
+

Usage

+
# S3 method for denim
+plot(x, ..., color_palette = NULL)
+
+ +
+

Arguments

+
x
+
  • output of denim::sim function

  • +
+ + +
...
+
  • additional parameter for plot() function

  • +
+ + +
color_palette
+
  • a palette name from the colorspace package. You can view available palettes with colorspace::hcl_palettes("qualitative", plot = TRUE).

  • +
+ +
+ +
+ + +
+ + + +
+ + + + + + + diff --git a/docs/reference/sim.html b/docs/reference/sim.html index 1ee7691..7672256 100644 --- a/docs/reference/sim.html +++ b/docs/reference/sim.html @@ -10,7 +10,7 @@ denim - 1.0.1 + 1.2.1