Idempotent monads and⋆-functors
J Clark, R Wisbauer - Journal of Pure and Applied Algebra, 2011 - Elsevier
For an associative ring R, let P be an R-module with S= EndR (P). C. Menini and A. Orsatti
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
Idempotent monads and -functors
J Clark, R Wisbauer - arXiv preprint arXiv:0909.3162, 2009 - arxiv.org
For an associative ring $ R $, let $ P $ be an $ R $-module with $ S=\End_R (P) $. C.\Menini
and A. Orsatti posed the question of when the related functor $\Hom_R (P,-) $(with left …
and A. Orsatti posed the question of when the related functor $\Hom_R (P,-) $(with left …
[PDF][PDF] Idempotent monads and*-functors
J Clark, R Wisbauer - math.uni-duesseldorf.de
For an associative ring R, let P be an R-module with S= EndR (P). C. Menini and A. Orsatti
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
Idempotent monads and⋆-functors
J Clark, R Wisbauer - Journal of Pure and Applied Algebra, 2011 - infona.pl
For an associative ring R, let P be an R-module with S= EndR (P). C. Menini and A. Orsatti
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
[引用][C] Idempotent monads and-functors
J Clark, R Wisbauer - Journal of pure and applied algebra, 2011 - dialnet.unirioja.es
[PDF][PDF] IDEMPOTENT MONADS AND*-FUNCTORS
J CLARK, R WISBAUER - arXiv preprint arXiv:0909.3162, 2009 - academia.edu
For an associative ring R, let P be an R-module with S= EndR (P). C. Menini and A. Orsatti
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
Idempotent monads and -functors
J Clark, R Wisbauer - arXiv e-prints, 2009 - ui.adsabs.harvard.edu
For an associative ring $ R $, let $ P $ be an $ R $-module with $ S=\End_R (P) $. C.\Menini
and A. Orsatti posed the question of when the related functor $\Hom_R (P,-) $(with left …
and A. Orsatti posed the question of when the related functor $\Hom_R (P,-) $(with left …
[PDF][PDF] IDEMPOTENT MONADS AND⋆-FUNCTORS
J CLARK, R WISBAUER - researchgate.net
For an associative ring R, let P be an R-module with S= EndR (P). C. Menini and A. Orsatti
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
posed the question of when the related functor HomR (P,−)(with left adjoint P⊗ S−) induces …
Idempotent monads and -functors
J Clark, R Wisbauer - arXiv, 2009 - dml.mathdoc.fr
For an associative ring $ R $, let $ P $ be an $ R $-module with $ S=\End_R (P) $. C.\Menini
and A. Orsatti posed the question of when the related functor $\Hom_R (P,-) $(with left …
and A. Orsatti posed the question of when the related functor $\Hom_R (P,-) $(with left …
[PDF][PDF] Idempotent monads and⋆-functors
J Clark, R Wisbauer - Journal of Pure and Applied Algebra, 2011 - core.ac.uk
Let R and S be associative rings and RPS an (R, S)-bimodule. In [16], C. Menini and A.
Orsatti asked under which conditions on P, the functors P⊗ S− and HomR (P,−) induce an …
Orsatti asked under which conditions on P, the functors P⊗ S− and HomR (P,−) induce an …