Let M be a real analytic manifold, F a bounded complex of constructible sheaves. We show that the Whitney-de Rham complex associated to F is quasi-isomorphic to F
AbstractLet X=Cn. In this paper we present an algorithm that computes the de Rham cohomology groups ...
AbstractIn [A.M. Vinogradov, Some homological systems associated with the differential calculus in c...
We prove an analogue of the de Rham theorem for the extended L²-cohomology introduced by M.Farber [F...
The universal Spencer and de Rham complexes of sheaves over a smooth or analytical manifold are well...
v 5: Chapter 5 has been expanded and other minor correctionsInternational audienceOn a real analytic...
We study spaces of vector-valued quasianalytic functions and solve the first Cousin problem in these...
For any holomorphic function $f: X\to\mathbb{C}$ on a complex manifold $X$, we define and study mode...
In this article we study several homology theories of the algebra E∞(X) of Whitney func-tions over a...
. Any de Rham p-form ff on a manifold M may be extended to become a Hochschild p-cochain ff S on the...
AbstractIn classical differential geometry the integration morphism ʃ:ωp(M) → Sp(M) is a morphism of...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
Under a few assumptions, we prove an equivalence of category between a subcategory of F-isocristals ...
Começamos definindo a cohomologia clássica de De Rham e provamos alguns resultados que nos permitem ...
Given a C∞ manifold X, denote by Cm / X the sheaf of m-times differentiable real-valued functions ...
Abstract. In [10] it is proved that any de Rham cohomology class on a nonsingular quasiprojective co...
AbstractLet X=Cn. In this paper we present an algorithm that computes the de Rham cohomology groups ...
AbstractIn [A.M. Vinogradov, Some homological systems associated with the differential calculus in c...
We prove an analogue of the de Rham theorem for the extended L²-cohomology introduced by M.Farber [F...
The universal Spencer and de Rham complexes of sheaves over a smooth or analytical manifold are well...
v 5: Chapter 5 has been expanded and other minor correctionsInternational audienceOn a real analytic...
We study spaces of vector-valued quasianalytic functions and solve the first Cousin problem in these...
For any holomorphic function $f: X\to\mathbb{C}$ on a complex manifold $X$, we define and study mode...
In this article we study several homology theories of the algebra E∞(X) of Whitney func-tions over a...
. Any de Rham p-form ff on a manifold M may be extended to become a Hochschild p-cochain ff S on the...
AbstractIn classical differential geometry the integration morphism ʃ:ωp(M) → Sp(M) is a morphism of...
Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 20...
Under a few assumptions, we prove an equivalence of category between a subcategory of F-isocristals ...
Começamos definindo a cohomologia clássica de De Rham e provamos alguns resultados que nos permitem ...
Given a C∞ manifold X, denote by Cm / X the sheaf of m-times differentiable real-valued functions ...
Abstract. In [10] it is proved that any de Rham cohomology class on a nonsingular quasiprojective co...
AbstractLet X=Cn. In this paper we present an algorithm that computes the de Rham cohomology groups ...
AbstractIn [A.M. Vinogradov, Some homological systems associated with the differential calculus in c...
We prove an analogue of the de Rham theorem for the extended L²-cohomology introduced by M.Farber [F...
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