[HTML][HTML] A functorial approach to rank functions on triangulated categories
We study rank functions on a triangulated category 𝒞 via its abelianisation mod C. We
prove that every rank function on 𝒞 can be interpreted as an additive function on mod C …
prove that every rank function on 𝒞 can be interpreted as an additive function on mod C …
A functorial approach to rank functions on triangulated categories
T Conde, M Gorsky, F Marks, A Zvonareva - arXiv preprint arXiv …, 2022 - arxiv.org
We study rank functions on a triangulated category $\mathcal {C} $ via its abelianisation
$\operatorname {mod}\mathcal {C} $. We prove that every rank function on $\mathcal {C} …
$\operatorname {mod}\mathcal {C} $. We prove that every rank function on $\mathcal {C} …
[PDF][PDF] A FUNCTORIAL APPROACH TO RANK FUNCTIONS ON TRIANGULATED CATEGORIES
T CONDE, M GORSKY, F MARKS… - arXiv preprint arXiv …, 2022 - researchgate.net
We study rank functions on a triangulated category C via its abelianisation mod C. We prove
that every rank function on C can be interpreted as an additive function on mod C. As a …
that every rank function on C can be interpreted as an additive function on mod C. As a …
A functorial approach to rank functions on triangulated categories
T Gomes Cipriano Nabais Conde… - Journal für die reine …, 2024 - pub.uni-bielefeld.de
We study rank functions on a triangulated category C via its abelianisation mod C. We prove
that every rank function on C can be interpreted as an additive function on mod C. As a …
that every rank function on C can be interpreted as an additive function on mod C. As a …
A functorial approach to rank functions on triangulated categories
T Conde, M Gorsky, F Marks, A Zvonareva - arXiv e-prints, 2022 - ui.adsabs.harvard.edu
We study rank functions on a triangulated category $\mathcal {C} $ via its abelianisation
$\operatorname {mod}\mathcal {C} $. We prove that every rank function on $\mathcal {C} …
$\operatorname {mod}\mathcal {C} $. We prove that every rank function on $\mathcal {C} …