Wieslaw Kubiś (Institute of Mathematics, Czech Academy of Sciences) – Uncountable homogeneous structures

We shall present a general method of constructing uncountable structures that are homogeneous with respect to their finitely generated substructures. The method is based on the category-theoretic Fraisse limits, using the monoid of self-embeddings of a countable homogeneous structure. Joint work with Adam Bartoš.