TL;DR
This paper explicitly characterizes the algebraic structure of the Terwilliger algebra associated with wreath products of cyclic schemes, providing insights into their algebraic properties.
Contribution
It offers a detailed description of the Terwilliger algebra structure for wreath products of cyclic schemes, a novel contribution to algebraic combinatorics.
Findings
Explicit algebraic structure of the Terwilliger algebra derived
Enhanced understanding of wreath product schemes
Potential applications in algebraic combinatorics
Abstract
We describe explicitly the algebraic structure of the Terwilliger algebra of wreath products of cyclic schemes.
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Finite Group Theory Research · Homotopy and Cohomology in Algebraic Topology