Seminars and Colloquiums
for the week of December 11, 2017
Alexandre Karassev, Nipissing University, Canada, Monday
Monday, December 11th
TOPOLOGY/ GEOMETRY SEMINAR
Title: Inductive dimension with respect to normal base
Speaker: Alexandre Karassev, Nipissing University, Canada
Room: Ayres 113
The dimension-like invariant Ind_F, introduced by Illiadis, is a generalization of large inductive dimension Ind. It is defined with respect to a normal base F, which is a base of closed sets with special properties. We will discuss the definition and some properties of this invariant. Further, we briefly discuss applications of Ind_F to estimate dimensions of some topological spaces.
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