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Ode Solver Python Packages

Python packages with the GitHub topic ode-solver. Sorted by monthly downloads, with stars and forks.
bluescarni
heyoka

Python library for ODE integration via Taylor's method and LLVM

28K 92 15
pathsim
pathsim

A Python native dynamical system simulation framework in the block diagram paradigm.

7K 499 53
Nicholaswogan
numbalsoda

Python wrapper of LSODA (solving ODEs) which can be called from within numba functions.

4K 108 11
Furox-Art
scientific-computing-system

Pure-Python computational science with zero runtime dependencies: linear algebra, ODE/PDE solvers, quadrature, Monte Carlo, statistics, signal processing, quantum simulation, uncertainty quantification, sensitivity analysis, dimensional analysis, and reproducible workflows.

3K 18 3
LLNL
sundials4py

Official development repository for SUNDIALS - a SUite of Nonlinear and DIfferential/ALgebraic equation Solvers. Pull requests are welcome for bug fixes and minor changes.

3K 696 172
MS-AGI
physai

PhysAI is an open-source, multi-backend framework for solving partial differential equations with Physics-Informed Neural Networks (PINNs), Fourier Neural Operators (FNOs), and Unified Spectral Element architectures. Has 57 pre-configured residuals and a built-in packaged numerical solver for most geometries and equations.

2K 7 1
kyjung2357
specular-differentiation

Specular differentiation and its applications

2K 0 0
Thierry-Dumont
rkkit

Playing with Runge-Kutta methods and SageMath

1K 2 1
Furox-Art
cognitive-discovery-platform

Pure-Python computational science with zero runtime dependencies: linear algebra, ODE/PDE solvers, quadrature, Monte Carlo, statistics, signal processing, quantum simulation, uncertainty quantification, sensitivity analysis, dimensional analysis, and reproducible workflows.

1K 18 3
ComputationalPhysiology
pygoss

General ODE System Solver

1K 3 0
Furox-Art
cognitive-discovery-system

Pure-Python computational science with zero runtime dependencies: linear algebra, ODE/PDE solvers, quadrature, Monte Carlo, statistics, signal processing, quantum simulation, uncertainty quantification, sensitivity analysis, dimensional analysis, and reproducible workflows.

942 18 3
Technologicat
pydgq

ODE system solver using dG(q), time-discontinuous Galerkin with Lobatto basis. Py3.11-3.14.

895 18 3
cchandre
pyhamsys

pyHamSys is a Python package for scientific computations involving Hamiltonian systems

771 15 0
shmuel-gilbaum
scijit

scipy-equivalent numerical routines callable from inside numba @njit code, backed by the same Fortran packs scipy wraps. FITPACK splines, MINPACK/L-BFGS-B/SLSQP/PRIMA optimization, QUADPACK/ODEPACK integration. Same namespaces, same names, verified against scipy.

568 2 0
MechanicsDSL
mechanicsdsl-core

Domain-specific language and compiler for physical systems. Write a Lagrangian, get a simulation. Twelve code generation backends, built on SymPy.

497 2 0
maurosilber
scipy-events

A library of events for scipy.integrate.solve_ivp.

429 1 0
engineer1080
dedekind

Dedekind is a high-performance, differentiable programming language for scientific computing and machine learning. It features compile-time physical units, automatic differentiation, built-in solvers, and GPU/TPU acceleration.

347 5 0
Rockman6
cellsim

Physics-first, uncertainty-honest in-silico cell and drug-response simulator (Python). Validated docking/ADMET input layer (Vina, OpenFF, xTB), cell-level PK/PD modules, and a cell/colony engine under construction toward a validated interactive dish.

329 135 20
WRKampi
extensisq

Extend scipy.integrate with various methods for solve_ivp

280 24 3
vlakir
cleanode

Сustomized collection of ODE solvers

269 3 1
agmonetti
mathmethods-mcp

MCP server for numerical methods and dynamic systems: root finding, integration, ODEs, Monte Carlo, 1D/2D dynamical systems, and combat models.

258 1 0
ivan-pi
zvode

Python bindings to the classic ZVODE library (in Fortran)

235 3 0
Limespy
numba-integrators

Numerical ODE-solvers using numba

203 1 0
analysiscenter
pydens

PyDEns is a framework for solving Ordinary and Partial Differential Equations (ODEs & PDEs) using neural networks

142 315 65
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