The purpose of this note is to present a bigraded sequence of functors associated with compact PL-manifolds . These functors are invariant of proper homotopy type, and distinguish topological spaces which have the same homotopy type. On the category of compact topological spaces these functors agree with the Hurewicz homotopy groups, hence the principal interest of these functors is for noncompact spaces
This is the second installment in a series of papers applying descriptive set theoretic techniques t...
AbstractSuppose M is a noncompact connected PL 2-manifold and let H(M)0 denote the identity componen...
We show that certain piecewise-linear homotopy complex projective spaces may be described as a union...
The purpose of this note is to present a bigraded sequence of functors associated with compact PL-ma...
This work presents a classification of the proper homotopy types of locally finite 1-dimensional CW-...
A large number of problems in geometric topology can be reduced to questions about homotopy properti...
We will consider only a locally connected, locally compact, Hausdorff topological spaces. We will de...
We prive the following theorem which is a locally compact analogue of results of S.Ferry and the aut...
The notion of closure finite complexes with weak topology introduced by J.H.C. Whitehead determines ...
AbstractWe establish some properties of homotopical nature for confluent maps in the proper category...
AbstractProper PL maps which are Hurewicz fibrations have the covering homotopy property in the PL c...
The space PK of partial maps with compact domains (identified with their graphs) forms a subspace of...
AbstractThe space PK of partial maps with compact domains (identified with their graphs) forms a sub...
AbstractLet CmptPoSp denote the category of compact pospaces with continuous monotone maps and let P...
AbstractFor a Tychonoff space X, Cp(X) denotes the space of all continuous real-valued functions on ...
This is the second installment in a series of papers applying descriptive set theoretic techniques t...
AbstractSuppose M is a noncompact connected PL 2-manifold and let H(M)0 denote the identity componen...
We show that certain piecewise-linear homotopy complex projective spaces may be described as a union...
The purpose of this note is to present a bigraded sequence of functors associated with compact PL-ma...
This work presents a classification of the proper homotopy types of locally finite 1-dimensional CW-...
A large number of problems in geometric topology can be reduced to questions about homotopy properti...
We will consider only a locally connected, locally compact, Hausdorff topological spaces. We will de...
We prive the following theorem which is a locally compact analogue of results of S.Ferry and the aut...
The notion of closure finite complexes with weak topology introduced by J.H.C. Whitehead determines ...
AbstractWe establish some properties of homotopical nature for confluent maps in the proper category...
AbstractProper PL maps which are Hurewicz fibrations have the covering homotopy property in the PL c...
The space PK of partial maps with compact domains (identified with their graphs) forms a subspace of...
AbstractThe space PK of partial maps with compact domains (identified with their graphs) forms a sub...
AbstractLet CmptPoSp denote the category of compact pospaces with continuous monotone maps and let P...
AbstractFor a Tychonoff space X, Cp(X) denotes the space of all continuous real-valued functions on ...
This is the second installment in a series of papers applying descriptive set theoretic techniques t...
AbstractSuppose M is a noncompact connected PL 2-manifold and let H(M)0 denote the identity componen...
We show that certain piecewise-linear homotopy complex projective spaces may be described as a union...