Ore extensions of multiplier Hopf coquasigroups
Rui Zhang, Na Zhang, Yapeng Zeng, Tao Yang
TL;DR
This paper investigates Ore extensions of multiplier Hopf coquasigroups, providing conditions for when these extensions preserve the structure and exploring isomorphisms between different extensions.
Contribution
It offers new criteria for Ore extensions of multiplier Hopf coquasigroups to retain their structure and analyzes isomorphisms between such extensions.
Findings
Criteria for Ore extensions to be multiplier Hopf coquasigroups
Conditions for isomorphism between Ore extensions
Extension of structure-preserving properties
Abstract
In this paper, Ore extensions of multiplier Hopf coquasigroups are studied. Necessary and sufficient conditions for the Ore extension of a regular multiplier Hopf coquasigroup to be a multiplier Hopf coquasigroup are given. Furthermore, the isomorphism between two such Ore extensions is discussed.
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Taxonomy
TopicsAdvanced Topics in Algebra · Advanced Differential Equations and Dynamical Systems · Algebraic Geometry and Number Theory