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Mathematics
Partial Differential Equations (PDEs) appear as mathematical models for many a physical phenomena. Closed-form solutions to most of these PDEs cannot be found. One of the possible ways to understand the models is by studying the qualitative properties exhibited by their solutions. In this course, we study first order nonlinear PDEs, and the properties of the three important types of second order linear PDEs (Wave, Laplace, Heat) would be studied and compared.
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Prof.Sivaji Ganesh did my M.Sc in Mathematics from University of Hyderabad, and Ph.D from Indian Institute of Science, Bangalore. He worked as a post-doctoral fellow at TIFR Bangalore, University of Joseph Fourier and University of Jean-Monnet before joining Indian Institute of Technology Bombay. His research interests lie in the asymptotic analysis of Partial differential equations.