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Henrik Shah Gholian is a professor at the Royal Institute of Technology (Kungliga Tekniska Högskolan) with a research focus that spans pure and applied mathematics. His interests encompass a wide array of topics, including potential theory, specifically focusing on quadrature domains and inverse problems, as well as homogenization and internal DLA within discrete potential theory. Gholian also engages in studies of scattering theory and Euler flows stagnation. His expertise extends to free boundary problems, particularly in regularity theory and geometric configurations, contributing to overdetermined problems. Currently, his primary research revolves around constraint maps. In addition to his research, Gholian has developed master-level courses such as Applied Industrial Mathematics, Mathematical Theory of Option Pricing, and Mathematical Modeling for Sustainability, along with Applied courses on Free Boundary Problems. He has served in various instructional capacities on topics related to classical analysis and methods involving elliptic and parabolic partial differential equations, among others.
Royal Institute of Technology • Stockholm, Sweden
Professor of mathematics specializing in pure and applied mathematics.
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