Add to ORKGWe calculate the size of the rationalization of the function space Map(X, E) for E being the total space of a principal fibration induced by a map between two loop spaces. We then discuss the rational homotopy types among the path components of the function space with ℂPn as the target space
AbstractIn this note we describe constructions in the category of differential graded commutative al...
We investigate the existence of an H-space structure on the function space, F-*(X,Y,*), of based map...
AbstractIf X is a simply connected space of finite type, then the rational homotopy groups of the ba...
We study the rational L.S. category of path components of function space components for F0-spaces to...
We study the rational homotopy of function spaces within the con-text of Quillen's minimal mode...
Abstract. The main result of this paper is the construction of a minimal model for the function spac...
ABSTRACT. Let M(X, Y) denote the space of all continuous functions between X and Y and Mf (X, Y) the...
Which spaces occur as a classifying space for fibrations with a given fibre? We address this questio...
In this paper, we continue the study of the homotopy type of spaces of rational functions from S2 to...
In this paper, we continue the study of the homotopy type of spaces of rational functions from S2 to...
Let F.X;Y / be the space of base-point-preserving maps from a connected finite CW complex X to a con...
Let F.X;Y / be the space of base-point-preserving maps from a connected finite CW complex X to a con...
Let F.X;Y / be the space of base-point-preserving maps from a connected finite CW complex X to a con...
Abstract. We describe dynamical properties of a map F defined on the space of rational functions. Th...
AbstractFor a class of spaces including simply connected rational spaces the homotopy classification...
AbstractIn this note we describe constructions in the category of differential graded commutative al...
We investigate the existence of an H-space structure on the function space, F-*(X,Y,*), of based map...
AbstractIf X is a simply connected space of finite type, then the rational homotopy groups of the ba...
We study the rational L.S. category of path components of function space components for F0-spaces to...
We study the rational homotopy of function spaces within the con-text of Quillen's minimal mode...
Abstract. The main result of this paper is the construction of a minimal model for the function spac...
ABSTRACT. Let M(X, Y) denote the space of all continuous functions between X and Y and Mf (X, Y) the...
Which spaces occur as a classifying space for fibrations with a given fibre? We address this questio...
In this paper, we continue the study of the homotopy type of spaces of rational functions from S2 to...
In this paper, we continue the study of the homotopy type of spaces of rational functions from S2 to...
Let F.X;Y / be the space of base-point-preserving maps from a connected finite CW complex X to a con...
Let F.X;Y / be the space of base-point-preserving maps from a connected finite CW complex X to a con...
Let F.X;Y / be the space of base-point-preserving maps from a connected finite CW complex X to a con...
Abstract. We describe dynamical properties of a map F defined on the space of rational functions. Th...
AbstractFor a class of spaces including simply connected rational spaces the homotopy classification...
AbstractIn this note we describe constructions in the category of differential graded commutative al...
We investigate the existence of an H-space structure on the function space, F-*(X,Y,*), of based map...
AbstractIf X is a simply connected space of finite type, then the rational homotopy groups of the ba...