Special tilting modules for algebras with positive dominant dimension

M Pressland, J Sauter - Glasgow Mathematical Journal, 2022 - cambridge.org
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …
被引用次数：23 相关文章

SPECIAL TILTING MODULES FOR ALGEBRAS WITH POSITIVE DOMINANT DIMENSION.

M PRESSLAND, J SAUTER - Glasgow Mathematical Journal, 2022 - search.ebscohost.com
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …

Special tilting modules for algebras with positive dominant dimension

M Pressland, J Sauter - Glasgow Mathematical Journal, 2022 - eprints.whiterose.ac.uk
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …

SPECIAL TILTING MODULES FOR ALGEBRAS WITH POSITIVE DOMINANT DIMENSION

M PRESSLAND, J SAUTER - cambridge.org
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …
[PDF] archive.org

[PDF][PDF] SPECIAL TILTING MODULES FOR ALGEBRAS WITH POSITIVE DOMINANT DIMENSION

M PRESSLAND, J SAUTER - scholar.archive.org
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …

Special tilting modules for algebras with positive dominant dimension

M Pressland, J Sauter - arXiv preprint arXiv:1705.03367, 2017 - arxiv.org
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …
[PDF] mpg.de

[PDF][PDF] Special tilting modules for algebras with positive dominant dimension

M Pressland, J Sauter - Glasgow Mathematical Journal, 2022 - pure.mpg.de
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …

Special tilting modules for algebras with positive dominant dimension

M Pressland, J Sauter - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …
[PDF] core.ac.uk

[PDF][PDF] SPECIAL TILTING MODULES FOR ALGEBRAS WITH POSITIVE DOMINANT DIMENSION

M PRESSLAND, J SAUTER - core.ac.uk
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …

SPECIAL TILTING MODULES FOR ALGEBRAS WITH POSITIVE DOMINANT DIMENSION

M PRESSLAND, J Sauter - Glasgow Mathematical Journal, 2022 - search.proquest.com
We study certain special tilting and cotilting modules for an algebra with positive dominant
dimension, each of which is generated or cogenerated (and usually both) by projective …