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PolyDiM (POLYtopal DIscretization Methods ) is a numerical computational library designed for solving partial differential equations (PDEs) using discretization methods that operate on generic polytopal (polygonal/polyhedral) meshes.

PolyDiM is fully integrated with GeDiM (GEometry for DIscretization MEthods), a C++ library developed by the same authors to provide robust geometry handling for polytopal domains.

PolyDiM&GeDiM is inspired by and built upon the foundational research of the Numerical Analysis Group in the Department of Mathematical Sciences "G. L. Lagrange" (DISMA) at the Politecnico di Torino.

The official documentation provides a comprehensive description of the library, while practical examples illustrating the use of PyPolyDiM are available in the GitHub repository.

This file can be used by citing references in CITATION.cff file in the GitHub repository.

The main contributors are: Gioana Teora and Fabio Vicini.

Gioana Teora Fabio Vicini

Further features can be added to the library upon request.

We would like to express our sincere gratitude to Simone Masoero for helping us make this library available for all platforms and users.

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Author: Gioana Teora

Maintainer: Gioana Teora

License

GNU General Public License v3 (GPLv3) (GPL)

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Python >=3.11

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vem fem mesh dfn adaptativity geometry voronoi tetgen triangle

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3.0.5 This release

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