Add to ORKGThe first part of our thesis is devoted to the L^2 de Rham and Hodge theory on a stratified pseudomanifold and to the relationships with the intersection cohomology. The second part is devoted to the Atiyah-Bott-Lefschetz theorem on a manifold with isolated conical singularities
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
This paper continues our project started in [11] where Poincaré duality in K–theory was studied for ...
AbstractLet X be a subanalytic compact pseudomanifold. We show a de Rham theorem for L∞ forms on the...
The first part of our thesis is devoted to the L^2 de Rham and Hodge theory on a stratified pseudoma...
Bei Given a compact stratified pseudomanifold X with a Thom-Mather stratification and a class of rie...
Abstract. We extend the study of the de Rham operator with ideal boundary conditions from the case o...
Given a compact stratified pseudomanifold X with a Thom-Mather stratification and a class of riemann...
Cheeger, Goresky, and MacPherson conjectured in [CGM] an L2-de Rham theorem: that the intersection c...
To grandmother Cira and her sisters, in loving memory Abstract. For any stratified pseudomanifold X ...
AbstractIn this paper, we develop Leray–Serre-type spectral sequences to compute the intersection ho...
We discuss aspects of the L"2-Stokes theorem on certain manifolds with singularities. We show t...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
This paper continues the project started in [13] where Poincare ́ duality in K-theory was studied fo...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
This paper continues our project started in [11] where Poincaré duality in K–theory was studied for ...
AbstractLet X be a subanalytic compact pseudomanifold. We show a de Rham theorem for L∞ forms on the...
The first part of our thesis is devoted to the L^2 de Rham and Hodge theory on a stratified pseudoma...
Bei Given a compact stratified pseudomanifold X with a Thom-Mather stratification and a class of rie...
Abstract. We extend the study of the de Rham operator with ideal boundary conditions from the case o...
Given a compact stratified pseudomanifold X with a Thom-Mather stratification and a class of riemann...
Cheeger, Goresky, and MacPherson conjectured in [CGM] an L2-de Rham theorem: that the intersection c...
To grandmother Cira and her sisters, in loving memory Abstract. For any stratified pseudomanifold X ...
AbstractIn this paper, we develop Leray–Serre-type spectral sequences to compute the intersection ho...
We discuss aspects of the L"2-Stokes theorem on certain manifolds with singularities. We show t...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
This paper continues the project started in [13] where Poincare ́ duality in K-theory was studied fo...
International audienceThe first results relating intersection homology with ℒ2-cohomology were found...
This paper continues our project started in [11] where Poincaré duality in K–theory was studied for ...
AbstractLet X be a subanalytic compact pseudomanifold. We show a de Rham theorem for L∞ forms on the...