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Optimal regularity for conservation laws with discontinuous flux  and existence for the isentropic Euler equations with large BV data
Speaker : Akash Parmar ( Graduate Student, TIFR CAM) - PhD Thesis defense
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Qualitative Properties and Symmetry of Quasilinear Elliptic Equations
Mr Ramya Dutta (TIFR CAM, Bangalore) PhD Thesis defence
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Ph.D. Thesis Defense: Measure-valued solutions for stochastic fluid flow equations
Mr. Utsab Sarkar
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Ph.D. Thesis Viva: Mr. Animesh Jana: Uniqueness and some regularity aspects of hyperbolic conservation laws
Mr. Animesh Jana
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Ph.D. Thesis Viva: Mr. Soumen Senapati: Stability and Uniqueness Results for Hyperbolic and Parabolic Inverse Problems
Mr. Soumen Senapati, Research Scholar
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Ph.D Thesis viva: Some qualitative and quantitative properties of solutions to parabolic equations
Mr. Vedansh Arya, Reseach Scholar
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Well-posedness and BV regularity for conservation laws with BV spatial flux in one and several space dimensions
Ganesh K. Vaidya, TIFR-CAM
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SOME RESULTS ON SCHRODINGER EQUATION
Saikatul Haque, TIFR-CAM
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Analysis of the initial value problem for two specific non-strictly hyperbolic systems
Abhishek Das, TIFR-CAM
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Hyperbolic conservation laws with noise: Regularity and stability of sample paths of stochastic entropy solutions
Saibal Khan, TIFR-CAM
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