14 citations · 33 across the 3 of their papers we have counts for
3 papers
math.RA2022★ 5 cited
On two-sided skew braces
S. Trappeniers
In order to study two-sided skew braces, we introduce the notion of weakly trivial skew braces. We give a classification of such skew braces and show that they are essential in the…
math.NT2022★ 14 cited
On the connection between Hopf--Galois structures and skew braces
L. Stefanello, S. Trappeniers
We present a different version of the well-known connection between Hopf--Galois structures and skew braces, building on a recent paper of A. Koch and P. J. Truman. We show that th…
math.GR2022★ 14 cited
On bi-skew braces and brace blocks
L. Stefanello, S. Trappeniers
L. N. Childs defined a bi-skew brace to be a skew brace such that if we swap the role of the two operations, then we find again a skew brace. In this paper, we give a systematic an…