AbstractWe give an explicit formula for a cycle representing a basis for the cohomology class of highest degree of certain spaces, including the compact homogeneous spaces
The traditional way to study algebraic cycles on an algebraic variety uses the Chow groups. However,...
The traditional way to study algebraic cycles on an algebraic variety uses the Chow groups. However,...
AbstractThroughout this paper k denotes an algebraically closed field of characteristic p > 0, G den...
In this abstract we present an explicit formula for a cycle representing the top class of certain el...
In this abstract we present an explicit formula for a cycle representing the top class of certain el...
For schemes which are smooth over a regular base scheme we establish the existence of cycle class ma...
AbstractExplicit formulae for rational Lusternik–Schnirelman (L–S) category (cat0) are rare, but som...
AbstractLet H be a connected c.g.a. over Q of finite type with H1=0 and additive basis {xα} ordered ...
AbstractOur goal in this paper is to prove that, under appropriate hypotheses, the sum of the Betti ...
We introduce the intersection cohomology module of a matroid and prove that it satisfies Poincar\'e ...
We establish an upper bound for the cochain type level of the total space of a pull-back fibration. ...
This first part of the paper describes the support of top graded local cohomology modules. As a corr...
AbstractLet X be a simply connected space and K be any field. The normalized singular cochains N∗(X;...
AbstractWe develop a simple theory of André–Quillen cohomology for commutative differential graded a...
Let $R_0$ be any domain, let $R=R_0[U_1, ..., U_s]/I$, where $U_1, ..., U_s$ are indeterminates of s...
The traditional way to study algebraic cycles on an algebraic variety uses the Chow groups. However,...
The traditional way to study algebraic cycles on an algebraic variety uses the Chow groups. However,...
AbstractThroughout this paper k denotes an algebraically closed field of characteristic p > 0, G den...
In this abstract we present an explicit formula for a cycle representing the top class of certain el...
In this abstract we present an explicit formula for a cycle representing the top class of certain el...
For schemes which are smooth over a regular base scheme we establish the existence of cycle class ma...
AbstractExplicit formulae for rational Lusternik–Schnirelman (L–S) category (cat0) are rare, but som...
AbstractLet H be a connected c.g.a. over Q of finite type with H1=0 and additive basis {xα} ordered ...
AbstractOur goal in this paper is to prove that, under appropriate hypotheses, the sum of the Betti ...
We introduce the intersection cohomology module of a matroid and prove that it satisfies Poincar\'e ...
We establish an upper bound for the cochain type level of the total space of a pull-back fibration. ...
This first part of the paper describes the support of top graded local cohomology modules. As a corr...
AbstractLet X be a simply connected space and K be any field. The normalized singular cochains N∗(X;...
AbstractWe develop a simple theory of André–Quillen cohomology for commutative differential graded a...
Let $R_0$ be any domain, let $R=R_0[U_1, ..., U_s]/I$, where $U_1, ..., U_s$ are indeterminates of s...
The traditional way to study algebraic cycles on an algebraic variety uses the Chow groups. However,...
The traditional way to study algebraic cycles on an algebraic variety uses the Chow groups. However,...
AbstractThroughout this paper k denotes an algebraically closed field of characteristic p > 0, G den...
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