Anamitro Biswas
Research
Affiliation
I am a doctoral student in IIT Bhilai. My advisor, Dr. Anurag Singh. I like to work on Algebraic Topology.
I have completed M.Sc. in Mathematics from National Institute of Technology Silchar (India). Dr. Juthika Mahanta, my thesis supervisor.
Papers
Papers
National Library Kolkata
- Anamitro Biswas and Eshita Mazumdar, Davenport constant for finite abelian groups with higher rank, Mathematical Notes, vol. 118, pp. 23-34 (2025)
Add-on: Proposed bounds for D_r can be calculated for groups up to rank 3, and cycle lengths having at most 3 prime factors, using this R program.
Conference proceedings
- Anamitro Biswas (joint work with Subhankar Jana and Juthika Mahanta), A Crisper Alternative to the Fuzzy Boundary (extended abstract), Proceedings of IMBIC: 18th International Conference on MSAST 2025, vol. 14, ISBN: 978-81-981948-5-5
- Anamitro Biswas (joint work with Eshita Mazumdar), Aspects of the Davenport Constant for Finite Abelian Groups (extended abstract), Proceedings of IMBIC: 18th International Conference on MSAST 2024, vol. 13, ISBN: 978-81-981948-0-0.
Thesis
- Anamitro Biswas, Coast of a fuzzy set as a ‘crisper’ subset of the boundary, under the supervision of Dr. Juthika Mahanta, National Institute of Technology Silchar (2023).
thesis submitted in partial fulfillment of the requirements for the Project of the Master degree work
Talks
Talks
NIT Silchar campus
2025
- Dec 23rd, A Crisper Alternative to the Fuzzy Boundary, 19th International Conference: Mathematical Sciences for Advancement of Science and Technology (MSAST 2025), organized by IMBIC
2024
- Dec 21st-23rd, Aspects of the Davenport Constant for Finite Abelian Groups, 18th International Conference: Mathematical Sciences for Advancement of Science and Technology (MSAST 2024), organized by IMBIC
- Apr 23rd,The Davenport Constant for Finite Abelian Groups and its r-wise Generalization, Students’ Talk at Institute of Advancing Intelligence, TCG Centers of Research and Education in Science and Technology
2023
- Feb 4th, r-wise Davenport constant for finite abelian groups, COmbinatorial Number Theory And Connected Topics – II (CONTACT-II)
