Thierry-Dumont / BenchmarksPythonJuliaAndCoLinks
Benchmark(s) of numerical programs with Python (and Scipy, Pythran, Numba), Julia and C++.
☆21Updated last year
Alternatives and similar repositories for BenchmarksPythonJuliaAndCo
Users that are interested in BenchmarksPythonJuliaAndCo are comparing it to the libraries listed below
Sorting:
- Fast Multipole Method (FMM) library in R^2☆29Updated last year
- Multiprocessor Algorithms for Nonlinear Gradient-free Optimization☆12Updated 5 years ago
- CMake FindLAPACK.cmake that works with Intel MKL, Atlas, OpenBLAS, Netlib, LAPACK95 for C / C++ / Fortran☆16Updated 3 years ago
- Slides/notes and Jupyter notebook demos for an introductory course of numerical methods for PDEs☆22Updated last year
- GPU-friendly Small Non-Linear Solvers (SNLS)☆17Updated last month
- ☆58Updated this week
- eigensolvers based on unitary core transformations☆22Updated 3 months ago
- ☆25Updated 7 years ago
- Fortran Library for numerical INTegration of differential equations☆46Updated last year
- H2Opus: a performance-oriented library for hierarchical matrices☆19Updated 3 years ago
- Fast orthogonal polynomial transforms☆63Updated last year
- Parallel algorithms and data structures for hybrid AMR☆17Updated last year
- Numeric Schemes for Conservation Laws☆13Updated 5 years ago
- Blackbox FMM in 2D☆22Updated 10 years ago
- Matlab interface to LUSOL☆23Updated 2 years ago
- A package for the design of numerical ODE solvers☆43Updated last month
- Geometric ElectroMagnetic Particle-In-Cell Method☆22Updated 3 weeks ago
- ☆35Updated last year
- Hierarchical matrices tool box☆32Updated last week
- H2 Matrix Package☆31Updated 2 years ago
- A fast, flexible, multi-kernel, multi-system implementation of the fast multipole method in the Julia language.☆25Updated last week
- Symbolic calculus for partial differential equations (and variational forms)☆24Updated last week
- ☆12Updated last year
- Notebook for my new solver book☆64Updated last month
- Parallel FFT in 3D or 2D using MPI for Python. Slab or pencil decomposition possible in 3D. Note this rep is being deprecated in favour o…☆22Updated 7 years ago
- Julia HPC miniapp using parallel models (MPI.jl, CUDA.jl, AMDGPU.jl, ADIOS2.jl) and Jupyter/Pluto.jl notebooks☆24Updated last month
- a Fourier-based Library of Unbounded Poisson Solvers☆18Updated last year
- Scientific Computing Template Library☆27Updated last month
- Data-driven Geometric Multi-Grid solver for the discrete Poisson equation☆41Updated 3 years ago
- ☆49Updated 5 months ago