From Classical Analysis to Analysis on Fractals: A Tribute to Robert Strichartz, Volume 1

About

Patricia Alonso Ruiz is an Assistant Professor at Texas A&M University in College Station US. She did her Ph.D. at the University of Siegen Germany (2013) after getting her licentiate degree from the Universidad Complutense de Madrid Spain. Her research mainly deals with analysis and probability on fractals with a focus on function spaces functional inequalities semigroups and Dirichlet forms.Michael Hinz obtained his doctoral degree from Friedrich Schiller University Jena Germany and currently works as Wissenschaftliche Mitarbeiter at Bielefeld University Germany. His research areas are analysis and probability theory and he is particularly interested in fractal structures and spaces.Kasso A. Okoudjou is a Professor of Mathematics at Tufts University USA. He received his Ph.D. in Mathematics from the Georgia Institute of Technology and was an H. C. Wang Assistant Professor at Cornell University. He held positions at the University of MarylandCollege Park Technical University of Berlin MSRI and MIT. His research interests include applied and pure harmonic analysis especially time-frequency and time-scale analysis frame theory and analysis and differential equations on fractals.Luke G. Rogers has a Ph.D. from Yale University and is a Professor of Mathematics at the University of Connecticut.  His research is primarily in harmonic and functional analysis on metric measure spaces especially those with fractal structure.Alexander Teplyaev is a Professor of Mathematics at the University of Connecticut USA. He studied probability and mathematical physics in St. Petersburg and at Caltech has a Ph.D. degree in mathematics from Cornell University and was a postdoctoral researcher at McMaster University and the University of California with a National Science Foundation fellowship. He also was supported by the Alexander von Humboldt Foundation in Germany and by the Fulbright Program in France. Teplyaev studies irregular structures such as random or aperiodic non-smooth media graphs groups and fractals. His research deals with spectral geometric functional and probabilistic analysis on singular spaces using symmetric Markov processes and Dirichlet form techniques