29 pages. MSRI Publications, \textbf{18} "Topology of Stratified Spaces" (2011), 121--160Using the work of Guillen and Navarro Aznar we associate to each real algebraic variety a filtered chain complex, the weight complex, which is well-defined up to filtered quasi-isomorphism, and which induces on Borel-Moore homology with Z/2 coefficients an analog of the weight filtration for complex algebraic varieties
AbstractWe show that Deligne's weight filtration on the cohomology of compact algebraic surfaces is ...
AbstractWe show that Deligne's weight filtration on the cohomology of compact algebraic surfaces is ...
We give an algorithm with singly exponential complexity for computing the barcodes up to dimension $...
On associe à chaque variété algébrique définie sur R un complexe de cochaînes filtré, qui calcule la...
We show that in the category of complex algebraic varieties, the Eilenberg--Moore spectral sequence ...
In this volume, the authors construct a theory of weights on the log crystalline cohomologies of fam...
We show that in the category of complex algebraic varieties, the Eilenberg--Moore spectral sequence ...
Introduced by B. Totaro, the weight filtration on the homology of real algebraic varieties, which is...
International audienceWe first show the existence of a weight filtration on the equivariant cohomolo...
International audienceWe show the existence of an equivariant weight filtration on the equivariant h...
We associate to each algebraic variety defined over R a filtered cochain complex, which computes the...
39 pagesWe associate to each algebraic variety defined over $\mathbb{R}$ a filtered cochain complex,...
algebraic K-theory; descent; weight filtrationIn this note we apply the Guillén-Navarro descent theo...
Let G / H be a homogeneous variety and let X be a G-equivariant embedding of G / H such that the num...
We extend Deligne's weight filtration to the integer cohomology of complex analytic spaces (endowed ...
AbstractWe show that Deligne's weight filtration on the cohomology of compact algebraic surfaces is ...
AbstractWe show that Deligne's weight filtration on the cohomology of compact algebraic surfaces is ...
We give an algorithm with singly exponential complexity for computing the barcodes up to dimension $...
On associe à chaque variété algébrique définie sur R un complexe de cochaînes filtré, qui calcule la...
We show that in the category of complex algebraic varieties, the Eilenberg--Moore spectral sequence ...
In this volume, the authors construct a theory of weights on the log crystalline cohomologies of fam...
We show that in the category of complex algebraic varieties, the Eilenberg--Moore spectral sequence ...
Introduced by B. Totaro, the weight filtration on the homology of real algebraic varieties, which is...
International audienceWe first show the existence of a weight filtration on the equivariant cohomolo...
International audienceWe show the existence of an equivariant weight filtration on the equivariant h...
We associate to each algebraic variety defined over R a filtered cochain complex, which computes the...
39 pagesWe associate to each algebraic variety defined over $\mathbb{R}$ a filtered cochain complex,...
algebraic K-theory; descent; weight filtrationIn this note we apply the Guillén-Navarro descent theo...
Let G / H be a homogeneous variety and let X be a G-equivariant embedding of G / H such that the num...
We extend Deligne's weight filtration to the integer cohomology of complex analytic spaces (endowed ...
AbstractWe show that Deligne's weight filtration on the cohomology of compact algebraic surfaces is ...
AbstractWe show that Deligne's weight filtration on the cohomology of compact algebraic surfaces is ...
We give an algorithm with singly exponential complexity for computing the barcodes up to dimension $...