Equationally Noetherian Algebras and Chain Conditions and ascending
chain condition on ideals of an arbitrary
algebra. We also give a formulation of Hilbert’s basis
Lie algebras and algebras of associative typeIn the paper, some properties of
algebras of associative type are studied, and these properties
Associative n-Tuple algebrasIn the paper,we study
algebras having n bilinearmultiplication operations [Inline
Lie algebras and algebras of associative typeIn the paper, some properties of
algebras of associative type are studied, and these properties
Nilpotency of n-tuple Lie algebras and associative n-tuple algebrasWe obtain conditions for the nilpotency of finite-dimensional n-tuple Lie
algebras and finite
Projections of Monogenic AlgebrasLet A and B be associative
algebras treated over a same field F. We say that the
algebras A and B
Associative n-Tuple algebrasIn the paper,we study
algebras having n bilinearmultiplication operations [Inline
C*-Algebras generated by mappingsIn the paper, some properties of a singly generated C*-subalgebra of the
algebra of all bounded
On an algebraic extension of A(E)An
algebraic extension of the
algebra A(E), where E is a compactum in ℂ with nonempty connected