• Derived equivalence classification techniques for Nakayama algebras 

      Fosse, Didrik (Doctoral theses at NTNU;2024:18, Doctoral thesis, 2024)
      In the representation theory of finite dimensional algebras, the fundamental goal is to understand the structure of the category mod⇤ of finite dimensional modules over an algebra ⇤. While solving this problem is difficult ...
    • Quipu Quivers and Nakayama Algebras with Almost Separate Relations 

      Fosse, Didrik (Journal article; Peer reviewed, 2023)
      A Nakayama algebra with almost separate relations is one where the overlap between any pair of relations is at most one arrow. In this paper we give a derived equivalence between such Nakayama algebras and path algebras ...
    • Rickard's Morita theorem for derived categories 

      Fosse, Didrik (Master thesis, 2019)
      Vi gir, i full detalj, to ulike bevis for Rickards moritateorem for deriverte kategorier. I det første beviset bruker vi et modifisert dobbeltkjedekompleks for å konstruere en ekvivalens mellom de deriverte kategoriene ...