The Speakers - 2020
Galia Dafni
Galia Dafni is currently Professor at Department of Mathematics and Statistics, Concordia University, Montréal, QC, Canada. Her research interest include Harmonic Analysis and Partial Differential Equations.
Kathy Driver
Kathy Driver is currently Emeritus Professor at the University of Cape Town (South Africa). Her research interests include Approximation Theory, in particular Padé Approximants, Orthogonal Polynomials and Special Functions
Doron Lubinsky
Professor Doron Lubinsky is currently Professor in the School of Mathematics at the Georgia Institute of Technology (Atlanta, USA). He is a Fellow of the American Mathematical Society, and he is on the editorial/advisory board of CMFT, Constructive Approximation, Journal of Approximation Theory and Demonstratio Mathematica. His research includes contributions to Approximation Theory, Random Matrix Theory, Orthogonal Polynomials and Potential Theory.
Marius Mitrea
Professor Marius Mitrea is currently Professor at Baylor University (Texas, USA). He is the co-author of 11 books and more than 170 articles in refereed journals and proceedings volumes. His research interest include PDE's, Harmonic and Fourier Analysis, Complex and Clifford Analysis, Higher Dimensional Spectral Theory, Geometric Measure Theory and Functional Analysis.
Carlos Pérez Moreno
Professor Pérez Moreno is Researcher of B.C.A.M. (Basque Center for Applied Mathematics), Bilbao Spain, as leader of the Research Line Harmonic Analysis. Prof. Pérez research concentrates in Harmonic Analysis, mostly in topics related to Extrapolation Theory, Weighted Inequalities, Calderón-Zygmund Theory and Poincaré Inequalities.
Sergey Tikhonov
Sergey Tikhonov is currently an ICREA Research Professor at CRM, Barcelona, Spain. His research interests include Harmonic Analysis and Approximation Theory.
Rodolfo Torres
Professor Rodolfo Torres is Distinguished Professor and Vice Chancellor for Research and Economic Development at the University of California, Riverside. Prof. Torres research concentrates on Fourier analysis and its applications, mostly in the study of singular integrals, decomposition techniques and several aspects of the multilinear Calderón-Zygmund theory.