Set Theory, Topology and Banach Spaces
In the recent years one can observe increased interaction between some subfields of set theory, general topology and functional analysis. Set theory provides new combinatorial techniques and additional axioms which allow to answer otherwise undecidable problems. Functional analysis provides motivations for new topological concepts. And general topology provides classical techniques like inverse spectra, Stone duality, which are successfully applied in new contexts defined by problems from Banach space theory.
The aim of the conference is to bring together specialists from these three areas as well as all researchers and graduate students who want to learn or already work on the subject.
The conference is organized by the Institute of Mathematics of Jan Kochanowski University in Kielce in cooperation with the Faculty of Technical Physics, Computer Science and Applied Mathematics of the Technical University of Lodz.