A State Polytope Decomposition Formula
Donghoon Hyeon, Jaekwang Kim
TL;DR
This paper presents a decomposition formula that allows the computation of the state polytope of a reducible variety by relating it to the state polytopes of its individual components.
Contribution
It introduces a novel formula for decomposing the state polytope of reducible varieties based on their components' polytopes.
Findings
Provides a method to compute state polytopes for reducible varieties
Simplifies calculations by breaking down complex varieties into components
Enhances understanding of the structure of state polytopes
Abstract
We give a decomposition formula for computing the state polytope of a reducible variety in terms of the state polytopes of its components.
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Taxonomy
TopicsCommutative Algebra and Its Applications · Polynomial and algebraic computation · Algebraic Geometry and Number Theory