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1-9
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Results: 9
Finite Hopf-Galois extensions equivalent to crossed products
Authors:
Raianu, S Saorin, M
Citation:
S. Raianu et M. Saorin, Finite Hopf-Galois extensions equivalent to crossed products, COMM ALGEB, 29(11), 2001, pp. 4871-4882
On the first Hochschild cohomology group of an algebra
Authors:
de la Pena, JA Saorin, M
Citation:
Ja. De La Pena et M. Saorin, On the first Hochschild cohomology group of an algebra, MANUSC MATH, 104(4), 2001, pp. 431-442
The first cohomology group of an algebra with coefficients in a bimodule
Authors:
Cibils, C Saorin, M
Citation:
C. Cibils et M. Saorin, The first cohomology group of an algebra with coefficients in a bimodule, J ALGEBRA, 237(1), 2001, pp. 121-141
On automorphism groups induced by bimodules
Authors:
Guil-Asensio, F Saorin, M
Citation:
F. Guil-asensio et M. Saorin, On automorphism groups induced by bimodules, ARCH MATH, 76(1), 2001, pp. 12-19
Geometry of chain complexes and outer automorphisms under derived equivalence
Authors:
Huisgen-Zimmermann, B Saorin, M
Citation:
B. Huisgen-zimmermann et M. Saorin, Geometry of chain complexes and outer automorphisms under derived equivalence, T AM MATH S, 353(12), 2001, pp. 4757-4777
Stabilizers of the GL-action on tensor and symmetric powers
Authors:
Guil-Asensio, F Saorin, M
Citation:
F. Guil-asensio et M. Saorin, Stabilizers of the GL-action on tensor and symmetric powers, B SCI MATH, 124(3), 2000, pp. 249-254
The automorphism group and the Picard group of a monomial algebra
Authors:
Guil-Asensio, F Saorin, M
Citation:
F. Guil-asensio et M. Saorin, The automorphism group and the Picard group of a monomial algebra, COMM ALGEB, 27(2), 1999, pp. 857-887
On two open problems about embedding of Modules in free modules
Authors:
Rada, J Saorin, M
Citation:
J. Rada et M. Saorin, On two open problems about embedding of Modules in free modules, COMM ALGEB, 27(1), 1999, pp. 105-118
Homological aspects of semigroup gradings on rings and algebras
Authors:
Burgess, WD Saorin, M
Citation:
Wd. Burgess et M. Saorin, Homological aspects of semigroup gradings on rings and algebras, CAN J MATH, 51(3), 1999, pp. 488-505
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