Akshay Kumar, Mani Shankar Pandey, Seema Kushwaha, Sumit Kumar Upadhyay
Published 2021-06-22Version 1
In this article, we discuss the Grothendieck group completion (GGC) of a gyrogroup. Consequently, we show that there is a one to one correspondence between actions and representations of a gyrogroup, and actions and representations of its Grothendieck group completion. We also introduce the concept of an action of a right gyrogroup.
Correspondence between factorability and normalisation in monoids
Nonrealizability of certain representations in fusion systems
On correspondence between right near-domains and sharply 2-transitive groups
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