Dipankar Ghosh - Students

Ph.D Students

4. Subhadip Bhowmick (14th July, 2023 - Continuing).
Tentative Thesis Title: TBD

3. Siddhartha Pramanik (25th July, 2022 - Continuing), Jointly supervised with Dr. Ramakrishna Nanduri.
Tentative Thesis Title: Asymptotic behavior of associated primes, Vasconcelos invariants, and regularity of modules over powers of ideals

2. Mouma Samanta (21st July, 2022 - Continuing).
Tentative Thesis Title: Ext-Vanishing, Complexity, and Curvature for Pairs of Modules

1. Aniruddha Saha, IIT Hyderabad (29th August, 2020 - Continuing), Jointly supervised with Dr. Neeraj Kumar (IIT Hyderabad).
Thesis Title: Homological Aspects of Certain Symmetric Algebras and Modules over Local Rings

M.Sc Project Students

I have listed here only my M.Sc. (2 year) project students. Apart from these students, I have guided in total 9 BS-MS (5 year) students and 2 M.Tech student in their projects on various topics not fully mathematics.

8. Sandip Majee (2026-27), Project Title: It will be decided later

7. Riya Pan (2025-26), Project Title: A study of Artinian and Noetherian structures beyond vector spaces.

6. Debajit Roy (2024-25), Project Title: Relation between some irreducibility criteria for polynomials with integer coefficients and prime numbers, He is awarded with Prof. Prabodh Chandra Sanyal award for the best final year project work. After M.Sc, he is doing Ph.D at IISER Pune.

5. Subhadip Bhowmick (2022-23), Project Title: Ext and Tor Functors in Homological Algebra, After M.Sc, he is doing Ph.D at IIT Kharagpur.

4. Avishek Ghorai (2022-23), Project Title: Hilbert Polynomials and Multiplicities, After M.Sc, he is doing Ph.D at IIT Kharagpur.

The following students are guided at IIT Hyderabad.

3. Pavan Mevaliya (2021-22), Guided jointly with Dr. Neeraj Kumar, Project Title: Grobner Bases and their Applications

2. Dwipanjana Shit (2020-21), Project Title: Homological Algebra: Ext, Tor and Dimensions, After M.Sc, she is doing Ph.D at IIT Hyderabad.

1. Titash Kumar Mahajan (2019-20), Project Title: Three Fundamental Theorems of Hilbert about Polynomial Rings over Fields