Symbolic (analytical) polyhedron projection by Fourier-Motzkin elimination using SymPy
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Updated
Oct 17, 2019 - Python
Symbolic (analytical) polyhedron projection by Fourier-Motzkin elimination using SymPy
Verimag Polyhedra Library
A Julia library for polyhedral computations
The Julia distribution of the POlyhedron Representation Transformation Algorithm (PORTA).
Expansion of the Chaikin Algorithm to polyhedra (3D).
Operations on Polyhedra (simple layer on PPL)
Here we give an algorithm to determine Shintani domains for non-totally complex number fields from the signed fundamental domains given in the works of Diaz y Diaz, Espinoza and Friedman. We also present some explicit examples of Shintani domains.
A package for computing fast tropical intersections
Polyhedral Computation Interface
cdd wrapper module for Julia. cdd is a library for polyhedra manipulation such as double description and Fourier-Motzkin elimination
Shintani domain for totally complex quartic number fields considering the action of group with torsion. Including some examples.
Examples of Shintani domains for complex quartic number fields. Moreover, we propose in the folder "Algorithm" an implementation to obtain Shintani domains in complex quartic fields (restriction: unit group without torsion)
Practical volume computation and sampling in high dimensions
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