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Sudip Bera

Sudip Bera
Sudip Bera
 
PhD (Mathematics), Visva-Bharati University, Shantiniketan, West Bengal

Contact Details

 
079-68261632
 
# 4201, FB-4, DA-IICT, Gandhinagar, Gujarat, India – 382007
 
https://sites.google.com/view/sudipbera

Biography

I am an Assistant Professor from 02nd January, 2023-Present in the Department of Mathematics, DA-IICT, Gandhinagar, Gujrat India. Earlier, I was a Postdoctoral fellow in Mathematics at Harish-Chandra Research Institute from 16th September, 2022 to 31st December, 2022. Before that, I was a Visiting fellow in Mathematics at TIFR Mumbai from 2nd August, 2022 to 15th September, 2022. My mentor was Prof. Amitava Bhattacharya. Before that, I was a Postdoctoral fellow in Mathematics at IISc, Bangalore from 1st July, 2019 to 30th June, 2022. My mentor was Prof. Arvind Ayyer. I finished my Ph.D in Visva-Bharati University. I defended my Ph.D. thesis in June, 2019.

Specialization

Algebraic graph theory, Algebraic combinatorics

Publications

  • (with H. K. Dey) On the proper enhanced power graphs of finite nilpotent groups,  Journal of Group Theory 25 (2022) 1109-1131.

  • Line graph characterization of power graphs of finite nilpotent groups, Communications in Algebra, 50 (2022) 4652-4668.

  • Enumeration of weighted paths on a digraph and block hook determinant, Special Matrices, 9 (2021) 197–211. 

  • (with H. K. Dey and S.K. Mukherjee) On the connectivity of enhanced power graph of finite group, Graphs and Combinatorics, 37 (2021) 591–603.

  • Combinatorialization of Sury and McLaughlin Identities and General Linear Recurrences by a Unified Approach, Enumerative Combinatorics and Applications, ECA 1:1 (2021), S2R5.

  • (with S. K. Mukherjee), Generalized power sum and Newton-Girard identities, Graphs and Combinatorics, 36 (2020) 1957–1964.

  • (with S. K. Mukherjee) Combinatorial proofs of the Newton–Girard and Chapman–Costas-Santos identities, Discrete Mathematics, 342 (2019) 1577–1580.

  • (with S. K. Mukherjee) A simple elementary proof of “The Unimodularity Theorem” of Oliver Knill, Linear Algebra and its Applications, 547 (2018) 124–127.

  • (with S. K. Mukherjee) Combinatorial proofs of some determinantal identities, Linear and Multilinear Algebra, 66 (2018), 1659–1667.

  • On the intersection power graph of a finite group, Electronic Journal of Graph Theory and Applications, 6 (1) (2018), 178–189.

  • (with A. K. Bhuniya) On enhanced power graphs of finite groups, Journal of Algebra and Its Applications, 17:8 (2018), 8 pages.

  • (with A. K. Bhuniya) Normal subgroup based power graphs of a finite group, Communications in Algebra, 45:8(2016), 3251–3259.

  • (with A. K. Bhuniya) On some characterizations of strong power graphs of finite groups, Spec. Matrices, 4(2016), 121–129.

Teaching

  • Linear Algebra
  • An introduction to modern algebra
  • Calculus
  • Real and complex analysis
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