Dissertation (Metadaten)
Titel:Canonical Forms of Borel Functions on the Milliken Space
 
Autor:Olaf Klein
 
URN:NBN:urn:nbn:de:gbv:8-diss-6052
 
Fakultät:Mathematisch-Naturwissenschaftliche Fakultät
DDC Sachgebiet:510 Mathematik
 
Datum der mdl. Prüfung:08.07.2002
 
Referent(in):Prof. Dr. Otmar Spinas
Korreferent(en) Korreferentin:Prof. Dr. Peter Koepke
 
Beschreibung:The goal of this work is to canonize arbitrary Borel measurable mappings on the Milliken space, which is the space of all increasing infinite sequences of pairwise disjoint nonempty finite subsets of the set of all nonnegative integers. The main result refers to the metric topology on the Milliken space. The result is a common generalization of a theorem of Taylor and a theorem of Prömel and Voigt.
 
Schlagworte:Milliken-Raum ; Borel-Funktion ; Kanonische Form ;
 
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