2 papers
math.CT2019
More finite sets coming from non-commutative counting
George Dimitrov, Ludmil Katzarkov
In our previous papers we introduced categorical invariants, which are, roughly speaking, sets of triangulated subcategories in a given triangulated category and their quotients. H…
math.CT2018
Non-commutative counting invariants and curve complexes
George Dimitrov, Ludmil Katzarkov
In our previous paper, viewing as a non-commutative curve, where is the Kronecker quiver with -arrows, we introduced categorical invariants via counting of no…