AbstractLet k be an arbitrary commutative ring, A a smooth k-algebra and {a1,…,am}⊆A a regular sequence. We compute the Hochschild (co)-homology of the k-algebra A|〈a1,…,am〉. As an application we obtain some criteria of smoothness for this type of algebras
We show that the Hochschild homology of a differential operator kalgebra E = A#f U(g), is the homolo...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractIn this paper, we study Hochschild homology, cyclic homology and K-theory of commutative alg...
AbstractLet k be an arbitrary commutative ring, A a smooth k-algebra and {a1,…,am}⊆A a regular seque...
AbstractLet k be an arbitrary commutative ring. We compute the Hochschild homology HH∗(A, A) of the ...
AbstractWe obtain an expression for the Hochschild and cyclic homology of a commutative differential...
AbstractLet k be an arbitrary commutative ring. We compute the Hochschild homology HH∗(A, A) of the ...
AbstractLet A be an associative k-algebra with involution, where k is a commutative ring of characte...
AbstractWe derive an étale descent formula for topological Hochschild homology and prove a HKR theor...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
The thesis presents the original results on a description of the ring structure in terms of generato...
The thesis presents the original results on a description of the ring structure in terms of generato...
This article is a brief survey of the recent results obtained by several authors on Hochschild homol...
This paper concerns homological notions of regularity for noncommutative algebras. Properties of an ...
AbstractWe compute the topological Hochschild homology modules of finitely generated commutative alg...
We show that the Hochschild homology of a differential operator kalgebra E = A#f U(g), is the homolo...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractIn this paper, we study Hochschild homology, cyclic homology and K-theory of commutative alg...
AbstractLet k be an arbitrary commutative ring, A a smooth k-algebra and {a1,…,am}⊆A a regular seque...
AbstractLet k be an arbitrary commutative ring. We compute the Hochschild homology HH∗(A, A) of the ...
AbstractWe obtain an expression for the Hochschild and cyclic homology of a commutative differential...
AbstractLet k be an arbitrary commutative ring. We compute the Hochschild homology HH∗(A, A) of the ...
AbstractLet A be an associative k-algebra with involution, where k is a commutative ring of characte...
AbstractWe derive an étale descent formula for topological Hochschild homology and prove a HKR theor...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
The thesis presents the original results on a description of the ring structure in terms of generato...
The thesis presents the original results on a description of the ring structure in terms of generato...
This article is a brief survey of the recent results obtained by several authors on Hochschild homol...
This paper concerns homological notions of regularity for noncommutative algebras. Properties of an ...
AbstractWe compute the topological Hochschild homology modules of finitely generated commutative alg...
We show that the Hochschild homology of a differential operator kalgebra E = A#f U(g), is the homolo...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractIn this paper, we study Hochschild homology, cyclic homology and K-theory of commutative alg...
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