团队: 量子场论和弦理论
办公室: A3-1a-305
邮箱: paul@bimsa.cn
研究方向: 弦理论
教育经历
- 2014 - 2024 Indian Institute of Technology Kanpur Physics Ph.D (Supervisor: Gautam Sengupta)
- 2009 - 2014 Indian Institute of Technology Kanpur Physics M.Sc.
工作经历
- 2024 - BIMSA Post Doc
出版物
- [1] Jaydeep Kumar Basak, Himanshu Parihar, Boudhayan Paul, Gautam Sengupta, Holographic entanglement negativity for disjoint subsystems in AdSd+1/CFTd, International Journal of Modern Physics A, 39(32), 2450140 (2024)
- [2] Jaydeep Kumar Basak, Vinay Malvimat, Himanshu Parihar, Boudhayan Paul, Gautam Sengupta, On minimal entanglement wedge cross section for holographic entanglement negativity, Universe, 10(3), 125 (2024)
- [3] Debarshi Basu, Saikat Biswas, Ankur Dey, Boudhayan Paul, Gautam Sengupta, Odd entanglement entropy in TT¯ deformed CFT2s and holography, Physical Review D, 108, 126013 (2023)
- [4] Sayid Mondal, Boudhayan Paul, Gautam Sengupta, Punit Sharma, Holographic entanglement negativity for a single subsystem in conformal field theories with a conserved charge, Journal of Physics A: Mathematical and Theoretical, 56(42), 425402 (2023)
- [5] Debarshi Basu, Lavish, Boudhayan Paul, Entanglement negativity in TT¯-deformed CFT2s, Physical Review D, 107, 126026 (2023)
- [6] Jaydeep Kumar Basak, Himanshu Parihar, Boudhayan Paul, Gautam Sengupta, Covariant holographic negativity from the entanglement wedge in AdS3/CFT2, Physics Letters B, 834, 137451 (2022)
- [7] Vinay Malvimat, Himanshu Parihar, Boudhayan Paul, Gautam Sengupta , Entanglement negativity in Galilean conformal field theories, Physical Review D, 100, 026001 (2019)
- [8] Vinay Malvimat, Sayid Mondal, Boudhayan Paul, Gautam Sengupta, Covariant holographic entanglement negativity for disjoint intervals in AdS3/CFT2, European Physical Journal C, 79, 514 (2019)
- [9] Vinay Malvimat, Sayid Mondal, Boudhayan Paul, Gautam Sengupta, Holographic entanglement negativity for disjoint intervals in AdS3/CFT2, European Physical Journal C, 79, 191 (2019)
- [10] Boudhayan Paul, Tarun Kanti Ghosh, Understanding spin Hall effect in two-dimensional fermionic systems with generic spin-orbit interaction, Physics Letters A, 379(7), 728-731 (2015)
更新时间: 2025-05-20 15:34:25