Tilting in module categories
R Wisbauer - Abelian Groups, Module Theory, and Topology, 2019 - taylorfrancis.com
Let M be a module over an associative ring R and σ [M] the category of M-subgenerated
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
[PDF][PDF] Tilting in module categories
R Wisbauer - researchgate.net
Let M be a module over an associative ring R and σ [M] the category of M-subgenerated
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
Tilting in Module Categories
R Wisbauer - Abelian Groups, Module Theory, and Topology, 1998 - books.google.com
Let M be a module over an associative ring R and σ [M] the category of M-subgenerated
modules. Generalizing the notion of a projective generator in o [M], a module PЄ o [M] is …
modules. Generalizing the notion of a projective generator in o [M], a module PЄ o [M] is …
[PDF][PDF] Tilting in module categories
R Wisbauer - math.uni-duesseldorf.de
Let M be a module over an associative ring R and σ [M] the category of M-subgenerated
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
[PDF][PDF] Tilting in module categories
R Wisbauer - Citeseer
Let M be a module over an associative ring R and σ [M] the category of M-subgenerated
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
Tilting in Module Categories
R Wisbauer - Abelian Groups, Module Theory, and Topology, 2019 - books.google.com
Let M be a module over an associative ring R and cr [M] the category of M-subgenerated
modules. Generalizing the notion of a projective generator in cr [M], a module P is called …
modules. Generalizing the notion of a projective generator in cr [M], a module P is called …
[PDF][PDF] Tilting in module categories
R Wisbauer - researchgate.net
Let M be a module over an associative ring R and σ [M] the category of M-subgenerated
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …
modules. Generalizing the notion of a projective generator in σ [M], a module P∈ σ [M] is …