5 citations · 5 across the 2 of their papers we have counts for
2 papers
math.AT2019★ 5 cited
Bialgebraic approach to rack cohomology
Simon Covez, Marco Farinati, Victoria Lebed +1
We interpret the complexes defining rack cohomology in terms of a certain differential graded bialgebra. This yields elementary algebraic proofs of old and new structural results f…
math.AT2017
Bialgebraic proof of the existence of cup-product in the cohomology of racks and quandles
Simon Covez, Marco Farinati, Dominique Manchon
We retrieve the graded commutative algebra structure of rack and quandle cohomology by purely algebraic means.