Metric and fractal geometry

This subclass comprises research and experimental development in metric and fractal geometry.

Parent Category

M

Murugan, Mathav

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Probability theory; Metric and fractal geometry; Differential equations and integral equations in pure mathematics; Metric geometry; potential theory; probability theory and analysis; quasiconformal mappings; Relationship between Markov processes and the geometry of the underlying state space; Quasisymmetric Uniformization; Analysis and diffusions on fractals; Metric geometry, Potential theory, Probability theory and analysis, Quasiconformal mappings, Relationship between Markov processes and the geometry of the underlying state space, Quasisymmetric Uniformization, Analysis and diffusions on fractals

S

Shmerkin, Pablo

Department of Mathematics, Faculty of Science

Faculty (G+PS eligible/member)

Metric and fractal geometry; fractal geometry; Harmonic Analysis; ergodic theory; Connections with additive combinatorics and probability; Fractal Geometry, Harmonic Analysis, Ergodic Theory, Connections with additive combinatorics and probability

French Name

Géométrie métrique et fractale

French Description

Cette sous-classe comprend la recherche et le développement expérimental en géométrie métrique et fractale.