Thick subcategories and virtually Gorenstein algebras
A Beligiannis, H Krause - Illinois Journal of Mathematics, 2008 - projecteuclid.org
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to $\operatorname {Ext}^*(-,-) $) to all Gorenstein projective …
orthogonal (with respect to $\operatorname {Ext}^*(-,-) $) to all Gorenstein projective …
Thick subcategories and virtually Gorenstein algebras
A Beligiannis, H Krause - arXiv preprint math/0608710, 2006 - arxiv.org
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to Ext^*(-,-)) to all Gorenstein projective modules coincides with the …
orthogonal (with respect to Ext^*(-,-)) to all Gorenstein projective modules coincides with the …
Thick subcategories and virtually Gorenstein algebras
A Beligiannis, H Krause - Illinois J. Math., 2008 - dml.mathdoc.fr
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
[PDF][PDF] THICK SUBCATEGORIES AND VIRTUALLY GORENSTEIN ALGEBRAS
A BELIGIANNIS, H KRAUSE - Illinois Journal of Mathematics, 2008 - users.uoi.gr
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
Thick subcategories and virtually Gorenstein algebras
A Beligiannis, H Krause - arXiv Mathematics e-prints, 2006 - ui.adsabs.harvard.edu
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to Ext^*(-,-)) to all Gorenstein projective modules coincides with the …
orthogonal (with respect to Ext^*(-,-)) to all Gorenstein projective modules coincides with the …
THICK SUBCATEGORIES AND VIRTUALLY GORENSTEIN ALGEBRAS
A BELIGIANNIS, H KRAUSE - Illinois Journal of Mathematics, 2008 - projecteuclid.org
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
[PDF][PDF] THICK SUBCATEGORIES AND VIRTUALLY GORENSTEIN ALGEBRAS
A BELIGIANNIS, H KRAUSE - Illinois Journal of Mathematics, 2008 - Citeseer
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
orthogonal (with respect to Ext*(−,−)) to all Gorenstein projective modules coincides with the …
[PDF][PDF] THICK SUBCATEGORIES AND VIRTUALLY GORENSTEIN ALGEBRAS
A BELIGIANNIS, H KRAUSE - arXiv preprint math/0608710 - Citeseer
An Artin algebra is by definition virtually Gorenstein if the class of modules which are right
orthogonal (with respect to Ext∗(−,−)) to all Gorenstein projective modules coincides with the …
orthogonal (with respect to Ext∗(−,−)) to all Gorenstein projective modules coincides with the …