Office Hours with a Geometric Group Theorist... This book provides a detailed exposition of William Thurston's work on surface homeomorphisms, available here for the first time in English. Based on ...

Then, using some known results on quasiconformal geometry of carpets, we prove that the group of quasisymmetric self-homeomorphisms of every balanced self-similar quasi-round carpet is finite.

Math is an exotic and confusing country. We speak a bizarre language, full of homeomorphisms, differential varieties, transfinite numbers. But we also find epic landscapes, dizzying ideas and even, ...

We will study the topology of spaces of positive scalar curvature metrics on manifolds and the topology of groups of homeomorphisms and diffeomorphisms of manifolds. For nuclear C*-algebras we will ...

Vidhu Prasad Prasad’s research focus on ergodic theory and dynamical properties of two major classes of transformations: Volume preserving homeomorphisms of compact and non compact manifolds and their ...

$\bullet$ A. Kwiatkowska and M. Malicki. Automorphism groups of countable structures and groups of measurable functions. Israel J. Math., 230(1):335–360, 2019 ...