Pi approximations calculated using infinite series and Monte Carlo methods
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Updated
Aug 17, 2022 - Python
Pi approximations calculated using infinite series and Monte Carlo methods
Multithreaded Pi Approximation using Monte Carlo method
Pi approximation using Archimedes' polygon algorithm
An implementation of the π approximation using block collisions (3Blue1Brown's video: https://youtu.be/HEfHFsfGXjs).
Official repository for 'The Modular Spectrum of π'. Source code and proofs unifying the 6k ± 1 prime channel structure, Level 58 Ramanujan-Sato series (via PSLQ), and arithmetic supercongruences.
An approximation of π calculated via Monte Carlo method and proposed in Jupyter Notebook. A solution for Computer Simulation (40634-1 Sharif UT, Spring 2023) homework, the 1st series.
A simple project that approximates PI with using random points that are either inside or outside a circle.
Simple Monte Carlo Simulation (𝛑 Approximation)
In this repository you can find all of my assignments for Fundamentals of Programming Course when I was in 1st semester of my bachelor's at IAUSTB.
A pi approximator done in processing
Approximation de π utilisant la formule de Chudnovsky.
Pi approximation using Monte Carlo Simulation.
Monte-Carlo coin toss simulation approximating the LerchPhi function.
Two programs that approximate Pi. Use the standard version ("official" formula) or the custom version where it takes less iterations to get the first 5 digits of Pi, but I'm not sure how accurate it truly is.
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