AbstractWe obtain an expression for the Hochschild and cyclic homology of a commutative differential graded algebra under a suitable hypothesis
Let M be a closed orientable manifold of dimension d and l*(M) be the usual cochain algebra on M wit...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractWe obtain an expression for the Hochschild and cyclic homology of a commutative differential...
AbstractLet k be an arbitrary commutative ring, A a smooth k-algebra and {a1,…,am}⊆A a regular seque...
AbstractWe give a natural decomposition of a connected commutative differential graded bi-algebra ov...
We establish an algorithm computing the homology of commutative differential graded algebras (briefl...
AbstractLet A be an associative k-algebra with involution, where k is a commutative ring of characte...
AbstractLet k be an arbitrary commutative ring. We compute the Hochschild homology HH∗(A, A) of the ...
We give a natural decomposition of a connected commutative di&erential graded bi-algebra over a comm...
We give a natural decomposition of a connected commutative di&erential graded bi-algebra over a comm...
AbstractWe show that two flat differential graded algebras whose derived categories are equivalent b...
This is the final version. Many improvements and corrections have been made.To appear in Free Loop S...
Let M be a closed orientable manifold of dimension d and C ∗(M) be the usual cochain algebra on M wi...
Let M be a closed orientable manifold of dimension d and C ∗(M) be the usual cochain algebra on M wi...
Let M be a closed orientable manifold of dimension d and l*(M) be the usual cochain algebra on M wit...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractWe obtain an expression for the Hochschild and cyclic homology of a commutative differential...
AbstractLet k be an arbitrary commutative ring, A a smooth k-algebra and {a1,…,am}⊆A a regular seque...
AbstractWe give a natural decomposition of a connected commutative differential graded bi-algebra ov...
We establish an algorithm computing the homology of commutative differential graded algebras (briefl...
AbstractLet A be an associative k-algebra with involution, where k is a commutative ring of characte...
AbstractLet k be an arbitrary commutative ring. We compute the Hochschild homology HH∗(A, A) of the ...
We give a natural decomposition of a connected commutative di&erential graded bi-algebra over a comm...
We give a natural decomposition of a connected commutative di&erential graded bi-algebra over a comm...
AbstractWe show that two flat differential graded algebras whose derived categories are equivalent b...
This is the final version. Many improvements and corrections have been made.To appear in Free Loop S...
Let M be a closed orientable manifold of dimension d and C ∗(M) be the usual cochain algebra on M wi...
Let M be a closed orientable manifold of dimension d and C ∗(M) be the usual cochain algebra on M wi...
Let M be a closed orientable manifold of dimension d and l*(M) be the usual cochain algebra on M wit...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
AbstractWe show that the Hochschild homology of a differential operator k-algebra E=A#fU(g) is the h...
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