On multi-symmetric functions and transportation polytopes
Eddy Pariguan, Jhoan Sierra V
TL;DR
This paper investigates the properties of transportation polytopes that arise in the context of elementary multi-symmetric functions, providing insights into their structure and applications.
Contribution
It introduces a detailed study of transportation polytopes related to multi-symmetric functions, expanding understanding of their combinatorial and geometric properties.
Findings
Characterization of transportation polytopes in multi-symmetric functions
Connections between polytopes and algebraic structures
Potential applications in combinatorics and optimization
Abstract
We present a study of the transportation polytopes appearing in the product rule of elementary multi-symmetric functions introduced by F. Vaccarino.
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Taxonomy
TopicsMathematics and Applications · graph theory and CDMA systems