Mitchell Taylor

Department of Mathematics
University of California, Berkeley
Berkeley, CA 94720

ABOUT ME

My main areas of expertise include dispersive and fluid equations, functional analysis, order structures, and phase retrieval. In PDE, I have worked on nonlinear Schrödinger equations, free boundary Euler equations, and magnetohydrodynamics. In functional analysis, I began by studying the various connections between minimal topologies, unbounded topologies, uo-convergence and universal completions. More recently, I have focused on metric properties of function spaces, e.g., free Banach lattices, positive bases, and subspace structure. Finally, I have done some work in approximation theory and signal processing; more specifically, on stable phase retrieval, frame theory, and greedy algorithms.

PAPERS & PUBLISHED WORKS

GRADUATE RESEARCH

UNDERGRADUATE RESEARCH AND THESES

RESEARCH VISTS, CONFERENCES AND SEMINAR TALKS