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Левоинвариантные пара-кэлеровы структуры на шестимерных нильпотентных группах ЛиLeft-invariant para-Kähler structures on six-dimensional nilpotent Lie groups
Coring stabilizers for a Hopf algebra coaction of the category of Hopf modules. Birational invariance of such quotient categories is proved. It is shown
The technology of forming of innovative content for engineering education functions; the identification of invariant and variant components; development of training modules
Coring stabilizers for a Hopf algebra coaction of the category of Hopf modules. Birational invariance of such quotient categories is proved. It is shown
Representations of restricted Lie algebras and families of associative ℒ-algebras varieties nor the classification of nilpotent orbits, and compute the maximal dimension of simple ℒ-modules
Affine connections on three-dimensional pseudo-Riemannian homogeneous spaces. i with an invariant nondegenerate symmetric bilinear form on the isotropy module. The classification of pseudo
Laser beam modulation using corner reflector and deep diffraction gratingA new scheme of the power modulator of laser beam is based on a corner-reflector unit with a relief
Semilocal group algebras, then every finitely generated flat k[G]-module is projective. © 2005 Springer Science+Business Media, Inc.
On classes of C3 and D3 modules and A-D3 modules for some class A of right modules. Several characterizations of these mod- ules
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