Ecosyste.ms: Packages

An open API service providing package, version and dependency metadata of many open source software ecosystems and registries.

pypi.org "newton-raphson" keyword

gridcalengine 5.1.8
GridCal is a Power Systems simulation program intended for professional use and research
61 versions - Latest release: 13 days ago - 948 downloads last month - 360 stars on GitHub - 2 maintainers
Top 8.7% on pypi.org
gridcal 5.1.8
GridCal is a Power Systems simulation program intended for professional use and research
285 versions - Latest release: 13 days ago - 1 dependent repositories - 1.48 thousand downloads last month - 360 stars on GitHub - 1 maintainer
splitfdm 0.1.2
1D Finite-Difference Split Newton Solver
3 versions - Latest release: 1 day ago - 17 downloads last month - 2 stars on GitHub - 2 maintainers
helmpy 0.1.0rc20190802075106
HELMpy is an open source package of power flow solvers, including the Holomorphic Embedding Load ...
24 versions - Latest release: over 4 years ago - 1 dependent repositories - 87 downloads last month - 36 stars on GitHub - 2 maintainers
splitfvm 0.1.1
1D Finite-Volume Split Newton Solver
2 versions - Latest release: 1 day ago - 24 downloads last month - 4 stars on GitHub - 1 maintainer
mathsom 0.1.6
Personal library for math related problems
7 versions - Latest release: about 2 years ago - 1 dependent package - 1 dependent repositories - 25 downloads last month - 0 stars on GitHub - 1 maintainer
roseau-load-flow-engine 0.13.1
Highly capable three-phase load flow solver
4 versions - Latest release: 18 days ago - 301 downloads last month - 31 stars on GitHub - 1 maintainer
roseau-load-flow 0.8.1
Highly capable three-phase load flow solver
9 versions - Latest release: 18 days ago - 152 downloads last month - 31 stars on GitHub - 1 maintainer
numerica 0.3.1
Numerical Analysis methods with Python (experimental)
10 versions - Latest release: about 4 years ago - 1 dependent repositories - 37 downloads last month - 22 stars on GitHub - 2 maintainers
newtonmethod 0.1
Package to find a good approximation for the root of a real-valued function f(x)=0
1 version - Latest release: over 3 years ago - 1 dependent repositories - 9 downloads last month - 0 stars on GitHub - 2 maintainers