KCB 632
Operator Algebra, Operator Theory, Quantum Information theory.
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I currently hold the position of Assistant Professor and have been a member of this department since August 2016.
My research lies broadly in Functional Analysis, with particular emphasis on Operator Algebras, Quantum Probability, and Quantum Information Theory. I focus on the theory of completely positive maps and their wide-ranging applications in both operator algebras and quantum information theory.
Currently, I am particularly interested in quantum Gaussian channels and entanglement-breaking channels, which play a central role in understanding quantum communication and the impact of noise on quantum systems. Previously, my work has explored the theory and structure of completely positive and completely bounded maps, their dilations, as well as the representations of C*-algebras and Hilbert C*-modules.
Previous Courses
Postdocs:
~ Dr. Arnidam Sutradhar : May 2024 -- Present
~ Dr. Gunjan Sapra : Jul 2021 -- Sep 2023
MSc Project Students:
~ Monideepa Bhatacharjee : Topological vector spaces and convexity structure, 2024.
~ Samiksha Lonkar. : Probability measures on metric spaces, 2024.
~ Tanmay Karmakar : Spectral measures, 2023.
~ Deokar Onkar : Completely positive maps, 2018.
