Stefanie G. Wang

most citedIsomorphism Invariants for Linear Quasigroups

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.GR2019

Quasigroup words and reversible automata

Jonathan D. H. Smith, Stefanie G. Wang

This paper examines two related topics: the linearization of the reversible automata of Gvaramiya and Plotkin, and the problem of finding a faithful representation of the words in…

math.GR2019★ 1 cited

Isomorphism Invariants for Linear Quasigroups

Jonathan D. H. Smith, Stefanie G. Wang

For a unital ring $S$ , an $S$ -linear quasigroup is a unital $S$ -module, with automorphisms $ρ$ and $λ$ giving a (nonassociative) multiplication $x \cdot y = x^{ρ} + y^{λ}$ . If $S$ is the fi…

math.CO2019

On the Enumeration and Asymptotic Growth of Free Quasigroup Words

Jonathan D. H. Smith, Stefanie G. Wang

The paper counts the number of reduced quasigroup words of a particular length in a certain number of generators. Taking account of the relationship with the Catalan numbers, count…