Scientific Software
Updated 6 months ago

DynamicalSystems.jl — Peer-reviewed • Rank 15.4 • Science 100%

DynamicalSystems.jl: A Julia software library for chaos and nonlinear dynamics - Published in JOSS (2018)

Scientific Software
Updated 6 months ago

GXBeam — Peer-reviewed • Rank 9.3 • Science 98%

GXBeam: A Pure Julia Implementation of Geometrically Exact Beam Theory - Published in JOSS (2022)

Mathematics (40%)
Scientific Software · Peer-reviewed
Scientific Software
Updated 6 months ago

SHGYield — Peer-reviewed • Rank 3.6 • Science 93%

SHGYield - Published in JOSS (2017)

Updated 6 months ago

DynamicalSystemsBase • Rank 12.8 • Science 77%

Definition of dynamical systems types and API for DynamicalSystems.jl

Updated 6 months ago

pyoptas • Rank 12.1 • Science 77%

OpTaS: An optimization-based task specification library for trajectory optimization and model predictive control.

Updated 6 months ago

casadi • Rank 24.9 • Science 54%

CasADi is a symbolic framework for numeric optimization implementing automatic differentiation in forward and reverse modes on sparse matrix-valued computational graphs. It supports self-contained C-code generation and interfaces state-of-the-art codes such as SUNDIALS, IPOPT etc. It can be used from C++, Python or Matlab/Octave.

Updated 6 months ago

complexitymeasures.jl • Rank 7.3 • Science 54%

Estimators for probabilities, entropies, and other complexity measures derived from data in the context of nonlinear dynamics and complex systems

Updated 6 months ago

epistasis • Rank 9.3 • Science 33%

A Python API for estimating statistical high-order epistasis in genotype-phenotype maps.

Updated 6 months ago

fans • Science 44%

FANS: an open-source, efficient, and parallel FFT-based homogenization solver designed to solve microscale multiphysics problems.

Updated 6 months ago

TimeseriesPrediction • Science 18%

Prediction of timeseries using methods of nonlinear dynamics and timeseries analysis

Updated 6 months ago

Attractors • Science 57%

Find attractors (and their basins) of dynamical systems. Perform global continuation. Study nonlocal stability (or resilience). Also tipping points functionality.