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Polyhedra in vector spaces without distinguished basis #30198
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Dependencies: #30094 |
Branch pushed to git repo; I updated commit sha1. This was a forced push. New commits:
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Commit: |
comment:6
Setting new milestone based on a cursory review of ticket status, priority, and last modification date. |
Changed commit from |
Changed branch from u/mkoeppe/polyhedra_in_vector_spaces_without_distinguished_basis to none |
comment:9
There was no code on the branch; removed. |
comment:10
An alternative approach is #31660, which provides |
Currently, the ambient space of a polyhedron is always a vector space constructed by
VectorSpace
.In this ticket, we define polyhedra in more general vector spaces (anything in the category
VectorSpaces(K).FiniteDimensional()
for some real fieldK
). This includes:sage.combinat.free_module.CombinatorialFreeModule
sage.tensor.modules.finite_rank_free_module.FiniteRankFreeModule
(vector spaces without distinguished basis)In particular, the latter has the notion of linear forms, which would be used in the H-description of the polyhedra.
The implementation reduces the problem to the existing polyhedral backends in the coordinates w.r.t. an arbitrary basis.
CC: @kliem @jplab @tscrim
Component: geometry
Issue created by migration from https://trac.sagemath.org/ticket/30198
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