Mathematical Physics: C∗ and von Neumann Algebras; Entanglement in Quantum Field Theory;
EDUCATION
University of Chicago, Chicago, IL
Postdoctoral Scholar,
Department of Physics, James Franck Institute
Stony Brook University, Stony Brook, NY
Ph.D., Physics
M.S., Physics
University of Waterloo, Waterloo, Canada
M.Math., Mathematics
University of Calgary, Calgary, Canada
B.Sc., Physics
RECENT PUBLICATIONS
[1] R. Chatterjee, Modular Self-Duality, Symmetrized Relative Entropy, and Bogoliubov–Kubo–Mori Susceptibility in Quantum Field Theory, Phys. Rev. D 114 (6), 065016, (2026).
[2] V.A. Padmasola, Z. Li, R. Chatterjee, W. Dyk, Solving the traveling salesman problem via different quantum computing architectures, International Journal of Quantum Information, 24 (03), 2540003, (2026).
[3] R. Chatterjee, Entanglement harvesting and curvature of entanglement: A modular operator approach, Phys. Rev. D 112 (8), 085025, (2025)
[4] R. Chatterjee, Tomita-Takesaki Theory and Quantum Concurrence, Phys. Rev. D 110 (6), 065012, (2024).
[5] P.Chen, N.Yang, A.Couvertier, Q.Ding, R.Chatterjee, T Yu, Chaos in Optomechanical Systems Coupled to a Non-Markovian Environment, Entropy 26 (9), 742, , (2024).
[6] V. Padmasola and R. Chatterjee, Optimization on Large Interconnected Graphs and Networks Using Adiabatic Quantum Computation, International Journal of Quantum Information 21 (06), (2023).
[7] A. Das and R. Chatterjee, Discrete phase space and continuous time relativistic Klein- Gordon and Dirac equations, and a new non-singular Yukawa potential, Scientific Reports 13 (1), (2023).
[8] C.Gallaro and R.Chatterjee, A Modular Operator Approach to Entanglement of Causally Closed Regions, International Journal of Theoretical Physics, 61 (8), (2022).
[9] A.Das and R.Chatterjee, Discrete phase space and continuous time relativistic quantum mechanics II: Peano circles, hyper-tori phase cells, and fibre bundles, Modern Physics Letters, A 36 (35), (2021).
[10] R.Chatterjee and T.Yu, Modular Operators and Entanglement in Supersymmetric Quantum Mechanics, Journal of Physics A: Mathematical and Theoretical 54 (20), (2021).
