Stability over cDV singularities and other complete local rings

O van Garderen - McKay Correspondence, Mutation and Related …, 2023 - projecteuclid.org
We characterise subcategories of semistable modules for noncommutative minimal models
of compound Du Val singularities, including the non-isolated case. We find that the stability …

Stability over cDV singularities and other complete local rings

O van Garderen - arXiv preprint arXiv:2107.07758, 2021 - arxiv.org
We characterise subcategories of semistable modules for noncommutative minimal models
of compound Du Val singularities, including the non-isolated case. We find that the stability …

Stability over cDV singularities and other complete local rings

O van Garderen - McKay Correspondence, Mutation and Related …, 2023 - projecteuclid.org
We characterise subcategories of semistable modules for noncommutative minimal models
of compound Du Val singularities, including the non-isolated case. We find that the stability …

Stability over cDV singularities and other complete local rings

O VAN GARDEREN - McKay Correspondence, Mutation and Related …, 2023 - orbilu.uni.lu
We characterise subcategories of semistable modules for noncom-mutative minimal models
of compound Du Val singularities, including the non-isolated case. We find that the stability …

Stability over cDV singularities and other complete local rings

O van Garderen - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
We characterise subcategories of semistable modules for noncommutative minimal models
of compound Du Val singularities, including the non-isolated case. We find that the stability …