R-smash products of Hopf quasigroups
Tomasz Brzezi\'nski, Zhengming Jiao
TL;DR
This paper develops the theory of R-smash products specifically for Hopf quasigroups, extending the algebraic framework for these structures.
Contribution
It introduces the concept of R-smash products in the context of Hopf quasigroups, providing new algebraic constructions.
Findings
Established the foundational theory of R-smash products for Hopf quasigroups
Extended algebraic frameworks for Hopf quasigroups
Provided new tools for studying non-associative algebraic structures
Abstract
The theory of R-smash products for Hopf quasigroups is developed.
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Taxonomy
Topicsgraph theory and CDMA systems · Mathematics and Applications · semigroups and automata theory