Albert Meads Fisher

graduate of Matematics from University of California, Berkeley (1974) and Ph.D. in Matematics from University of Washington (1983). Has experience in Mathematics, focusing on Dynamical Systems and Ergodic Theory, investigating the following subjects: small-scale structure of fractal sets, scenery flow, average density, nonstationary hyperbolic dynamics, nonstationary subshifts of finite type, adic transformations, unique ergodicity, interval exchange transformations, Markov partitions, Julia sets, Brownian motion, stable and renewal processes, infinite measure ergodic theory.

possui graduação em Matematica - University of California, Berkeley (1974), doutorado em Matemática - University of Washington (1983), Livre Docência, Universidade de São Paulo (2003). Atualmente é professor associado da Universidade de São Paulo. Tem experiência na área de Matemática, com ênfase em Sistemas Dinâmicos e Teoria Ergódica,, atuando principalmente nos seguintes temas: small-scale structure of fractal sets, scenery flow, average density, nonstationary hyperbolic dynamics, nonstationary subshifts of finite type, adic transformations, unique ergodicity, interval exchange transformations, Markov partitions, Julia sets, Brownian motion, stable and renewal processes, infinite measure ergodic theory, continued fractions.