UNIVERSAL MODULES OF CLASS 0 OVER SEMISIMPLE LIE-ALGEBRASUNIVERSAL MODULES OF CLASS 0 OVER
SEMISIMPLE LIE-
ALGEBRAS Solving the two-dimensional CIS problem by a rational algorithm does not impose any restrictions on A and B. Moreover, when A and B generate a
semisimple algebra Structure of H-semiprime artinian algebras-module
algebra A is quasi-Frobenius and H-
semisimple. If H grows slower than exponentially, then all H
The Variety of Nilpotent Tortkara AlgebrasGorshkov, Ilya B.,
Kaygorodov, Ivan,
Kytmanov, Alexey A.,
Salim, Mohamed A.,
Горшков, Илья Б.,
Кайгородов, Иван,
Кытманов, Алексей А.,
Салим, Мохамед А. We give
algebraic and geometric classification of all 5-
dimensional nilpotent Tortkara
algebras Представления редуктивных алгебр Ли and
associated projection methods. Besides those of
finite-dimensional cases, some infinite-
dimensional algebras Simple sandwich algebras© 2017, Allerton Press, Inc. We describe simple sandwich
algebras with maximal multiplication space.
On V-semirings and semirings all of whose cyclic semimodules are injective Jacobson-
semisimple V-semirings are V-rings. We also completely describe the bounded distributive lattices
Toward homological structure theory of semimodules: On semirings all of whose cyclic semimodules are projective-semirings — semirings all of whose cyclic semimodules are projective. We completely describe
semisimple, Gelfand
The Variety of Nilpotent Tortkara AlgebrasThe Variety of Nilpotent Tortkara
Algebras Enumerations of Ideals in Niltriangular Subalgebra of Chevalley AlgebrasLet N (K) be the niltriangular subalgebra of Chevalley
algebra over a field K
associated with a