Maximal τ_{d}-rigid pairs
Joint work with Peter Jørgensen.
We give a higher homological analogue of τ-tilting theory as defined by Adachi, Iyama and Reiten
Published in Journal of Algebra, doi: 10.1016/j.jalgebra.2019.10.046.
I am a Postdoctoral Fellow in the BIREP group at the University of Bielefeld, funded by professor William Crawley-Boevey's Alexander von Humboldt Professorship.
From this fall on, I will be in Newcastle-upon-Tyne on a mobility grant from the Norwegian Research Council.
My primary interests are in Category Theory and Representation Theory of algebras. These days I am particularly interested in Higher Homological Algebra, Surface Algebras and Frieze Patterns
Joint work with Peter Jørgensen.
We give a higher homological analogue of τ-tilting theory as defined by Adachi, Iyama and Reiten
Published in Journal of Algebra, doi: 10.1016/j.jalgebra.2019.10.046.
Joint work with Peter Jørgensen
We give neccessary and sufficient conditions for the quotient of a (d+2)-angulated category to be d-abelian.
Published in Journal of Algebra, doi: 10.1016/j.jalgebra.2018.11.019.
Joint work with Benedikte Grimeland
We classify all triangulated orbit categories of path-algebras of Dynkin diagrams that are triangle equivalent to a stable module category of a representation-finite self-injective standard algebra.
Published in Contributions to Algebra and Geometry, doi: 10.1007/s13366-017-0350-x.
Joint work with Benedikte Grimeland
We give neccessary and sufficient conditions for the quotient of a triangulated category to be abelian.
Published in Journal of Algebra, doi: 10.1016/j.jalgebra.2015.04.042.