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Adam Epstein is an Associate Professor at the University of Warwick, specializing in complex analytic dynamics, Riemann surfaces, and value-distribution theory. His research includes significant contributions to the understanding of quasiconformal variation in slit domains and the parabolic Pommerenke-Levin-Yoccoz inequality. Epstein's recent publications explore topics such as symmetric rigidity of real polynomials, Schwarzian derivatives of topologically finite meromorphic functions, and integrality rigidity of postcritically finite polynomials. His educational contributions include courses on Set Theory and Consolidation at both introductory and advanced levels. Adam has also been involved in various research grants, including those from the Royal Society. His ongoing collaborative work within mathematical dynamics showcases his expertise and contribution to the field. Epstein is recognized in journals such as the Proceedings of the American Mathematical Society and the Indiana University Mathematics Journal, underscoring his active role in advancing mathematical knowledge.
Includes General, Mechanical, Civil, Electrical, Biomedical, and Manufacturing Engineering. Most programs fall under English Band A.