AbstractThe coshape invariant and continuous extensions of group-valued covariant and contravariant functors, defined on the category of pairs of spaces with the homotopy type of a pair of finite CW-complexes, are constructed
AbstractIn this paper we show that the Baues-Wirsching complex used to define cohomology of categori...
This is the second installment in a series of papers applying descriptive set theoretic techniques t...
AbstractGiven two continuous maps f:X→Y and g:W→Z between simply connected CW-complexes of finite ty...
AbstractThe coshape invariant and continuous extensions of group-valued covariant and contravariant ...
AbstractWe define the homotopy theory for topological semigroups and study some of its basic propert...
AbstractThe concepts of continuity and Čech continuity for functors on the homotopy category of topo...
In this thesis we construct the universal coCartesian fibration , which (strictly) classifies coCart...
In this thesis we construct the universal coCartesian fibration , which (strictly) classifies coCart...
In this thesis we construct the universal coCartesian fibration , which (strictly) classifies coCart...
on the occasion of his eightieth birthday Abstract. The concepts of coshapes of topological spaces a...
AbstractA contraction for a cosimplicial resolution X−1→X• is an “extra codegeneracy map”, and the e...
We study generalized homology and cohomology theories on the category of manifolds. Ordinary (co-)ho...
AbstractThe thesis lays foundations for a topological, homotopical, and homological methodology in t...
The origin of these investigations was the successful attempt by myself and coauthors to generalize ...
AbstractWe introduce the notion of a strongly homotopy-comultiplicative resolution of a module coalg...
AbstractIn this paper we show that the Baues-Wirsching complex used to define cohomology of categori...
This is the second installment in a series of papers applying descriptive set theoretic techniques t...
AbstractGiven two continuous maps f:X→Y and g:W→Z between simply connected CW-complexes of finite ty...
AbstractThe coshape invariant and continuous extensions of group-valued covariant and contravariant ...
AbstractWe define the homotopy theory for topological semigroups and study some of its basic propert...
AbstractThe concepts of continuity and Čech continuity for functors on the homotopy category of topo...
In this thesis we construct the universal coCartesian fibration , which (strictly) classifies coCart...
In this thesis we construct the universal coCartesian fibration , which (strictly) classifies coCart...
In this thesis we construct the universal coCartesian fibration , which (strictly) classifies coCart...
on the occasion of his eightieth birthday Abstract. The concepts of coshapes of topological spaces a...
AbstractA contraction for a cosimplicial resolution X−1→X• is an “extra codegeneracy map”, and the e...
We study generalized homology and cohomology theories on the category of manifolds. Ordinary (co-)ho...
AbstractThe thesis lays foundations for a topological, homotopical, and homological methodology in t...
The origin of these investigations was the successful attempt by myself and coauthors to generalize ...
AbstractWe introduce the notion of a strongly homotopy-comultiplicative resolution of a module coalg...
AbstractIn this paper we show that the Baues-Wirsching complex used to define cohomology of categori...
This is the second installment in a series of papers applying descriptive set theoretic techniques t...
AbstractGiven two continuous maps f:X→Y and g:W→Z between simply connected CW-complexes of finite ty...
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