TY  - GEN
N2  - This thesis is concerned with spatial homology truncation for path connected CW-complexes and the following question: Which continuous maps between two compact pseudomanifolds with isolated singularities induce continuous maps between the corresponding intersection spaces, and when is this assignment functorial? Chapter 1 deals with the construction of a spatial homology truncation functor for path connected CW-complexes, which extends existing results for simply connected CW-complexes. In Chapter 2 we partially use the results of the first chapter to present different approaches to the problem of inducing maps between intersection spaces. Finally, the induced maps between reduced homology groups of intersection spaces and the induced maps between intersection homology groups will be assembled in a morphism of reflective diagrams.
ID  - heidok23270
KW  - homotopy theory
KW  -  CW-complex
KW  -  stratified space
TI  - Induced maps between intersection spaces
UR  - https://archiv.ub.uni-heidelberg.de/volltextserver/23270/
AV  - public
A1  - Wrazidlo, Dominik
Y1  - 2013///
ER  -