Extending (τ-)tilting subcategories and (co)silting modules

Communications in Algebra, 2024 - Taylor & Francis
Assume that B is a finite dimensional algebra, and A= B [P 0] is the one-point extension
algebra of B using a finitely generated projective B-module P 0. The categories of B …

[PDF][PDF] EXTENDING (τ-) TILTING SUBCATEGORIES AND (CO) SILTING MODULES

J ASADOLLAHI, F PADASHNIK… - arXiv preprint arXiv …, 2022 - researchgate.net
Let B be a finite dimensional algebra and A= B [P0] be the one-point extension algebra of B
with respect to the finitely generated projective B-module P0. The categories of B-modules …

Extending (τ-) tilting subcategories and (co) silting modules

J Asadollahi, F Padashnik, S Sadeghi, H Treffinger - 2023 - europepmc.org
Let B be a finite dimensional algebra and A= B [P 0] be the one-point extension algebra of B
with respect to the finitely generated projective B-module P 0. The categories of B-modules …

Extending (-)tilting subcategories and (co)silting modules

J Asadollahi, F Padashnik, S Sadeghi… - arXiv preprint arXiv …, 2022 - arxiv.org
Let $ B $ be a finite dimensional algebra and $ A= B [P_0] $ be the one-point extension
algebra of $ B $ with respect to the finitely generated projective $ B $-module $ P_0 $. The …

Extending (τ-) tilting subcategories and (co) silting modules

J Asadollahi, F Padashnik, S Sadeghi, H Treffinger - 2023 - researchsquare.com
Let B be a finite dimensional algebra and A= B [P 0] be the one-point extension algebra of B
with respect to the finitely generated projective B-module P 0. The categories of B-modules …

Extending (-)tilting subcategories and (co)silting modules

J Asadollahi, F Padashnik, S Sadeghi… - arXiv e …, 2022 - ui.adsabs.harvard.edu
Let $ B $ be a finite dimensional algebra and $ A= B [P_0] $ be the one-point extension
algebra of $ B $ with respect to the finitely generated projective $ B $-module $ P_0 $. The …