2016KoamANAPhD.pdf (845.95 kB)
Equivariant Hochschild Cohomology
thesisposted on 2016-11-14, 11:03 authored by Ali Nasser Ali Koam
In this thesis our goal is to develop the equivariant version of Hochschild cohomology. In the equivariant world there is given a group G which acts on objects. First naive object which can be considered is a G-algebra, that is, an associative algebra A on which G acts via algebra automorphisms. In our work we consider two more general situations. In the first case we develop a cohomology theory for oriented algebras and in the second case we develop a cohomology theory for Green functors.
Date of award2016-11-09
Author affiliationDepartment of Mathematics
Awarding institutionUniversity of Leicester