Let X-0 be a topological component of a nonsingular real algebraic variety and i : X --> X-C is a nonsingular projective complexification of X. In this paper, we will study the homomorphism on homotopy groups induced by the inclusion map i: X-0 --> X-C and obtain several results using rational homotopy theory and other standard tools of homotopy theory
AbstractAn algebraic variety defined over the real numbers has an associated topological space with ...
AbstractLet Y be a compact nonsingular real algebraic set whose homology classes (over Z/2) are repr...
The well known isomorphism relating the rational algebraic K-theory groups and the rational motivic ...
Let R be a commutative ring with unity and X an R-oriented compact nonsingular real algebraic variet...
We investigate, for a given smooth closed manifold M, the existence of an algebraic model X for M (i...
We consider the inclusion of the space of algebraic (regular) maps between real algebraic varieties ...
We study the problem of representing homotopy classes of maps between real algebraic varieties of re...
We study the problem of representing homotopy classes of maps between real algebraic varieties of re...
I will discuss several results on abstract homomorphisms between the groups of rational points of al...
Let X and Y be affine nonsingular real algebraic varieties. One of the classical problems in real al...
Abstract. Let X be a compact nonsingular real algebraic variety and let Y be either the blowup of Pn...
AbstractAssume that X is a compact connected orientable nonsingular real algebraic variety with an a...
Let Mk be the category of algebras over a unique factorization domain k, and let ind-Affk denote th...
Let Mk be the category of algebras over a unique factorization domain k, and let ind-Affk denote th...
In this paper we consider the problem of the disposition of the set of points of a nonsingular real ...
AbstractAn algebraic variety defined over the real numbers has an associated topological space with ...
AbstractLet Y be a compact nonsingular real algebraic set whose homology classes (over Z/2) are repr...
The well known isomorphism relating the rational algebraic K-theory groups and the rational motivic ...
Let R be a commutative ring with unity and X an R-oriented compact nonsingular real algebraic variet...
We investigate, for a given smooth closed manifold M, the existence of an algebraic model X for M (i...
We consider the inclusion of the space of algebraic (regular) maps between real algebraic varieties ...
We study the problem of representing homotopy classes of maps between real algebraic varieties of re...
We study the problem of representing homotopy classes of maps between real algebraic varieties of re...
I will discuss several results on abstract homomorphisms between the groups of rational points of al...
Let X and Y be affine nonsingular real algebraic varieties. One of the classical problems in real al...
Abstract. Let X be a compact nonsingular real algebraic variety and let Y be either the blowup of Pn...
AbstractAssume that X is a compact connected orientable nonsingular real algebraic variety with an a...
Let Mk be the category of algebras over a unique factorization domain k, and let ind-Affk denote th...
Let Mk be the category of algebras over a unique factorization domain k, and let ind-Affk denote th...
In this paper we consider the problem of the disposition of the set of points of a nonsingular real ...
AbstractAn algebraic variety defined over the real numbers has an associated topological space with ...
AbstractLet Y be a compact nonsingular real algebraic set whose homology classes (over Z/2) are repr...
The well known isomorphism relating the rational algebraic K-theory groups and the rational motivic ...