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classy_szlite

tests codecov PyPI version Python versions Documentation Status License: MIT

Fast, differentiable cosmology in pure JAX.

classy_szlite pipeline

classy_szlite provides JIT-compiled, jax.grad-friendly access to:

  • CMB angular power spectra — TT, TE, EE
  • Linear and nonlinear matter Pk — P(k, z), Pnl(k, z)
  • Distances — H(z), comoving χ(z), angular-diameter D_A(z)
  • Derived parameters — σ8, Ω_m, S8
  • Halo-model tSZ Cl^yy — Arnaud 2010 GNFW pressure profile

Backed by the high-accuracy v2 CosmoPower emulators — the same emulators used in the ACT DR6 extended-cosmology analysis (2025) and the ACT DR6 + DESI DR2 analysis by Poulin et al. (2025), matching the CAMB-based Jense et al. (2024) emulators to well under 0.1 σ in ΛCDM. See Installation for the emulator-coverage details.

Runtime dependencies: jax, numpy, mcfit.

Install

pip install classy_szlite

Or from source:

git clone https://github.com/CLASS-SZ/classy_szlite
cd classy_szlite
pip install -e .

You also need the CosmoPower emulator .npz files at ~/class_sz_data/ (or the path in $CLASSY_SZLITE_DATA_DIR). See Installation.

Quick start

import jax.numpy as jnp
import classy_szlite as csl

cosmo = csl.CosmoParams()                      # Planck-18 ΛCDM defaults

# Derived parameters
csl.derived(cosmo)
# → {'sigma_8': 0.812, 'Omega_m': 0.311, 'S8': 0.827, 'der_full': ...}

# CMB Cls (dimensionless D_ℓ; × Tcmb² for μK²)
csl.cl_TTTEEE(cosmo)
# → {'ell', 'tt', 'te', 'ee'}

# Matter Pk at multiple z
k, pk  = csl.Pk(cosmo,  [0., 0.5, 1., 2.])
k, pnl = csl.Pnl(cosmo, [0., 0.5, 1., 2.])

# Distances
Hz, chi, Da = csl.distances(cosmo, [0.1, 0.5, 1.0])

# Halo-model tSZ Cl^yy
profile = csl.ProfileParamsA10(P0=8.13, beta=5.48, B=1.25)
ell = jnp.geomspace(2, 9000, 80)
cl_1h, cl_2h = csl.cl_yy(cosmo, profile, ell)

# MCMC fast path: precompute cosmology + halo grids once → ~5 ms/call
ev = csl.cl_yy_factory(cosmo, ell)
cl_1h, cl_2h = ev(profile)

Throughput

classy_szlite is the latest stop in a $\sim 10$-year, $\sim 6000\times$ acceleration of halo-model $C_\ell^{yy}$ evaluation:

Halo-model Cl^yy evaluation cost across code generations

The hatched cl_yy_factory bar is the fixed-cosmology fast path — it skips the cosmology and halo-grid build, which the factory closure amortises once per fit. All wall times are single-process CPU evaluation: class_sz v1 and the szfast-emulator path use OpenMP parallelism internally, classy_szlite uses JAX / XLA-CPU.

Warm-call timing, n = 100 calls per benchmark, freshly randomised inputs:

Function mean ± std (ms) calls/s
derived 0.54 ± 0.04 1850 ± 150
cl_TTTEEE 2.52 ± 0.14 400 ± 25
Pk 1.49 ± 0.12 670 ± 55
distances 1.29 ± 0.09 770 ± 60
cl_yy (full pipeline) 17.84 ± 0.58 56 ± 2
cl_yy_factory (fixed-cosmo) 5.38 ± 0.42 185 ± 15
cl_yy_factory + jax.grad 17.12 ± 1.01 58 ± 3

Reference platform: macOS arm64 (M-series CPU), single-thread JAX. See Throughput for a more detailed table + reproduction script.

JAX gradients

All public functions are JAX-traceable. The factory closure is the recommended path for gradient-based inference at fixed cosmology:

import jax
ev = csl.cl_yy_factory(cosmo, ell)

def loss(P0, beta):
    cl_1h, cl_2h = ev(csl.ProfileParamsA10(P0=P0, beta=beta, B=1.25))
    return jnp.sum(cl_1h + cl_2h)

d_loss = jax.grad(loss, argnums=(0, 1))(8.13, 5.48)

Gradients also work through the full pipeline (cosmology + profile) and w.r.t. the whole CosmoParams pytree — see Gradients.

Documentation

Full docs at https://classy-szlite.readthedocs.io.

License

MIT.

About

Fast, differentiable cosmology in pure JAX. CMB Cls, matter Pk (linear/nonlinear), distances, derived parameters, and halo-model tSZ Cl^yy — backed by the v2 CosmoPower emulators used in the ACT DR6 extended-cosmology analyses.

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