Here are
17 public repositories
matching this topic...
PICLas - open-source 3D particle-based kinetic simulation framework combining PIC, DSMC, BGK, and Fokker-Planck methods for plasma dynamics and rarefied gas flows. Modular, supporting unstructured meshes, MPI parallelism, and dynamic load balancing.
Updated
May 27, 2026
Fortran
MRAM magnetization simulation framework. s-LLGS python and verilog-a solvers for transients simulation and Fokker-planck equation solver for stochastic analysis
Updated
Mar 2, 2026
Python
Two Dimensional Fokker-Planck Solver using Matlab
Updated
Jul 19, 2019
MATLAB
Variational Quantum Monte Carlo for a molecule, using Fokker-Planck/Langevin approach
Solver in the low-rank tensor train format with cross approximation approach for the multidimensional Fokker-Planck equation
Updated
Oct 24, 2023
Python
PyBEAM: A Bayesian approach to parameter inference for a wide class of binary evidence accumulation models
Updated
Oct 4, 2023
Jupyter Notebook
Python module for (symbolic) evaluation of the short-time Fokker-Planck propagator to arbitrary accuracy
Updated
Jun 26, 2024
Python
Численное моделирование диффузии нейромедиаторов (уравнение Фоккера-Планка) в радиальной геометрии синапса. GPU через CuPy.
Updated
Jun 15, 2026
Python
From quantum to classical modeling of radiation reaction: A focus on stochasticity effects
Updated
Jan 27, 2024
Jupyter Notebook
Exact Solutions of a Fokker-Planck Equation
Updated
Nov 21, 2023
Mathematica
Python toolkit for Resonant Entropy Field simulations, Fokker-Planck analysis, neuromorphic experiments, and CLI workflows.
Updated
Aug 9, 2026
Python
Stochastic Processes: Basic Examples
Updated
Jan 8, 2023
Jupyter Notebook
Interactive stochastic simulation for learning the implications of different integrators in the presence of position- and velocity-dependent friction
Updated
Oct 17, 2025
JavaScript
Solves 1D Fokker-Planck equation using different methods and under different (homogeneous) boundary conditions.
Updated
Aug 2, 2026
Jupyter Notebook
Generate phase‑space Fokker–Planck terms from LaTeX‑like Liouvillians in s‑ordered (Wigner/P/Q) form; readable output or tuples, multi‑mode.
Updated
Aug 5, 2026
Python
Computational validation of the Tripartite Model of Human Mortality - Fokker-Planck simulation matching all reported results - Visualization scripts generating Figure 1 - Fully documented implementation
Updated
Apr 29, 2026
Python
Fokker Planck based Data Assimilation method using Fourier Neural Operators as integrator
Updated
Mar 30, 2026
Jupyter Notebook
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