Description
General and geometric topology, dimension theory and continua theory. Combinatorial and descriptive set theory and its applications to measure theory, topology and analysis. It includes the study of: special subsets of the reals, cardinal coefficients, combinatorics of partial orders and Boolean algebras, properties of ideals in Polish spaces and of definable ideals on countable sets, invariant measures and ideals, pcf theory, combinatorial methods in topology.
Seminars