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Hurwitz Stability/Instability Analysis of Real Matrices from their Sign Patterns With Applications
Prof. Rama K. Yedavalli Dept. of Mechanical and Aerospace Engineering The Ohio State University, Columbus,
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The Arnold stability theorems for the 2D alpha Euler equations
Dr. Shibi Vasudevan ICTS, Bangalore
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Directed Polymers and KPZ universality: a Geometric Approach
Dr. Riddhipratim Basu ICTS, Bangalore
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Kahler-Einstein metrics on Fano manifolds
Dr. Ved Datar University of California, Berkeley
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Blow-up Analysis for a Nonlinear Elliptic Equation with Critical growth and Hardy weight
Dr. Saikat Mazumdar The University of British Columbia
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Symmetries, Group action and their effect on concentration of Solutions for a class of Semilinear Elliptic Differential Equations
Prof. P.N. Srikanth TIFR-CAM, Bangalore
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The Dirichlet problem in the Heisenberg group
Dr. Isidro Munive CIMAT, Mexico
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The circular law for sparse non-Hermitian random matrices
Dr. Anirban Basak, Weizmann Institute of Science, Israel
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Modeling urban scale coastal inundations using a coupled Discontinuous Galerkin -- Smooth Particle Hydrodynamics approach
Dr. Shivasubramanian Gopalakrishnan IIT, Bombay
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Convergence of the Reach for a Sequence of Random Manifolds
Dr. Sunder Ram Krishnan Technion, Israel
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