个人简介

教育经历

• 2016 - 2021 | 耶鲁大学 | Ph.D | (Supervisor: Prof. Vincent Moncrief)
• -- - 2016 | 印度理工学院 | M.Sc.

工作经历

• 2025 - -- | BIMSA
• 2022 - -- | 哈佛大学 | Tutor
• 2021 - 2025 | 哈佛大学 | Fellow and Lecturer | Mentor: Prof. Shing-Tung Yau

出版物

• [1] P. Mondal, S-T Yau, Dynamical Formation of Black Holes due to Boundary Effect in Vacuum Gravity (2026)
• [2] N. Athanasiou, P. Mondal, S-T Yau, Semi-Global Existence and Trapped Surface Formation for the Einstein-Vlasov System, arxiv 2510.12429 (2025)
• [3] P Mondal, ST Yau, Einstein-Yang-Mills equations in the double null framework, Communications in Analysis and Geometry (2025)
• [4] P Mondal, A large data semi-global existence and convergence theorem for vacuum Einstein's equations, arxiv, 2502.11289 (2025)
• [5] N Athanasiou, P Mondal, ST Yau, Formation of trapped surfaces in the Einstein-Yang-Mills system, Journal de Mathématiques Pures et Appliquées, 103661 (2025)
• [6] P Mondal, On a Rigidity Result in Positive Scalar Curvature Geometry, arXiv, 2410.23406 (2024)
• [7] P Mondal, The nonlinear stability of $(n + 1)$ -dimensional FLRW spacetimes, Journal of Hyperbolic Differential Equations, 21(02), 329-422 (2024)
• [8] P Mondal, ST Yau, Global exterior stability of the Minkowski space: Coupled Einstein–Yang–Mills perturbations, Journal of Mathematical Physics, 65(4) (2024)
• [9] P Mondal, S-T Yau, Quasi-local masses in General relativity and their positivity: Spinor approach, arXiv, 2401.13909 (2024)
• [10] O Vazquez, P Mondal, Continuation criterion for solutions to the Einstein equations, Journal of Mathematical Physics, 65(2) (2024)
• [11] P Mondal, A geometric approach to the Yang-Mills mass gap, Journal of High Energy Physics, 2023(12), 1-47 (2023)
• [12] P Griggs, P Mondal, On the global well-posedness of the Einstein–Yang–Mills system, Journal of Mathematical Physics, 64(6) (2023)
• [13] P Mondal, Local well-posedness of the Einstein-Yang-Mills system in constant mean extrinsic curvature spatial harmonic generalized Coulomb gauge, Journal of Mathematical Physics, 64(10) (2023)
• [14] P Mondal, Big-bang limit of 2+ 1 gravity and Thurston boundary of Teichmüller space, Journal of Mathematical Physics, 64(11) (2023)
• [15] V Moncrief, P Mondal, Einstein flow with matter sources: stability and convergence, Philosophical Transactions of the Royal Society A, 380(2222), 20210190 (2022)
• [16] P Mondal, ST Yau, Aspects of quasilocal energy for gravity coupled to gauge fields, Physical Review D, 105(10), 104068 (2022)
• [17] P Mondal, On the non-blow up of energy critical nonlinear massless scalar fields in3+ 1'dimensional globally hyperbolic spacetimes: Light cone estimates, Annals of Mathematical Sciences and Applications, 6(2), 225-306 (2021)
• [18] P Mondal, The linear stability of the n+ 1 dimensional FLRW spacetimes, Classical and Quantum Gravity, 38(22), 225009 (2021)
• [19] P Mondal, Asymptotic behavior of a matter filled universe with exotic topology, Classical and Quantum Gravity, 37(7), 075006 (2020)
• [20] P Mondal, Attractors of the ‘n+ 1’dimensional Einstein-Λ flow, Classical and Quantum Gravity, 37(23), 235002 (2020)
• [21] V Moncrief, P Mondal, Could the universe have an exotic topology, Pure and Applied Mathematics Quarterly, 15(3), 921-966 (2019)