Computability of the (co)homology of cyclic monoids
Leech's (co)homology groups of finite cyclic monoids are computed.
math.KT↗
arXiv subjects
Publications and source records attributed to María Calvo-Cervera.
Leech's (co)homology groups of finite cyclic monoids are computed.
We interpret Grillet's symmetric thrid cohomology classes of commutative monoids in terms of strictly symmetric monoidal abelian groupoids. We state and prove a classification result that generalizes the well-known one for strictly commutative Picard categories by Deligne and Fröhlich and Wall, and Sinh.