23369d1119
Normaliz is an open source tool for computations in affine monoids, vector configurations, lattice polytopes, and rational cones. Computation goals: - convex hulls and dual cones; - conversion from generators to constraints and vice versa; - projections of cones and polyhedra; - triangulations, disjoint decompositions and Stanley decompositions; - Hilbert basis of rational, not necessarily pointed cones; - normalization of affine monoids; - lattice points of rational polytopes and (unbounded) polyhedra; - Euclidean and lattice normalized volumes of polytopes; - Hilbert (or Ehrhart) series and (quasi) polynomials under Z-gradings (for example, for rational polytopes); - generalized (or weighted) Ehrhart series and Lebesgue integrals of polynomials over rational polytopes. WWW: https://www.normaliz.uni-osnabrueck.de PR: 231806 Submitted by: Lorenzo Salvadore <phascolarctos@protonmail.ch>
18 lines
828 B
Text
18 lines
828 B
Text
Normaliz is an open source tool for computations in affine monoids,
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vector configurations, lattice polytopes, and rational cones.
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Computation goals:
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- convex hulls and dual cones;
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- conversion from generators to constraints and vice versa;
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- projections of cones and polyhedra;
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- triangulations, disjoint decompositions and Stanley decompositions;
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- Hilbert basis of rational, not necessarily pointed cones;
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- normalization of affine monoids;
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- lattice points of rational polytopes and (unbounded) polyhedra;
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- Euclidean and lattice normalized volumes of polytopes;
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- Hilbert (or Ehrhart) series and (quasi) polynomials under Z-gradings
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(for example, for rational polytopes);
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- generalized (or weighted) Ehrhart series and Lebesgue integrals of
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polynomials over rational polytopes.
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WWW: https://www.normaliz.uni-osnabrueck.de
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