Abstract
Letourmy and Vendramin have recently introduced a concept of isoclinism for skew braces. We show that for a skew brace the properties of being bi-skew, λ-homomorphic, and inner are invariant under isoclinism.
2020 Mathematics Subject Classification:
Acknowledgments
The author is a member of INdAM—GNSAGA. The author gratefully acknowledges support from the Department of Mathematics of the University of Trento.