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Algebraic Geometry over Heyting AlgebrasIn this article, we study the algebraic geometry over Heyting algebras and we investigate
Topological grading of semigroup C*-algebras of integers modulo n. For these semigroups we study the structure of the reduced semigroup C*-algebras which
Inductive Limits for Systems of Toeplitz Algebras© 2019, Pleiades Publishing, Ltd. By the Toeplitz algebra we mean the reduced semigroup C*-algebra
Homogeneously simple associative algebrasWe prove that every finite-dimensional homogeneously simple associative algebra over
Invariants of the action of a semisimple finite-dimensional Hopf algebra on special algebras of a finite-dimensional semisimple Hopf algebra H on a special algebra A, which is homomorphically
Operads and varieties of algebras defined by polylinear identitiesWe show that varieties of algebras over abstract clones and over the corresponding operads
Structure of H-semiprime artinian algebrasLet H be a Hopf algebra over a field. It is proved that every H-semiprime right artinian left H
Categoricity Spectra for Polymodal Algebras algebras (i.e., Boolean algebras with distinguished modalities). We prove that the class of polymodal
Categoricity Spectra for Polymodal Algebras for polymodal algebras (i.e., Boolean algebras with distinguished modalities). We prove that the class
Lie sheaves of small dimensionsn-tuple Lie sheaf
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