Combinatorial Invariants from Four Dimensional Lattice Models: II
Danny Birmingham, Mark Rakowski
TL;DR
This paper explores combinatorial invariants derived from four-dimensional lattice models, providing new insights into their structure and properties, with implications for mathematical physics and topology.
Contribution
It introduces novel combinatorial invariants from 4D lattice models, expanding the understanding of their mathematical and physical significance.
Findings
New invariants characterized for 4D lattice models
Connections established between invariants and topological properties
Potential applications in mathematical physics discussed
Abstract
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Taxonomy
TopicsTopological and Geometric Data Analysis · Advanced Combinatorial Mathematics · Random Matrices and Applications