Joined in 2022-23. Under joint supervison with Dr. Ambuj Pandey.
Beginning Graduate Student
Beginning Graduate Student
She successfully defended her thesis titled "On the Jones Polynomial, Khovanov Homology and the Cost Function Associated with Legendrian Knots in (R3, ξst)" in November 2023. (Thesis PDF)
Successfully defended thesis titled "On even-dimensional counterparts of contact metric (κ, μ)-manifolds" in October 2024. Jointly supervised with Dr. Atreyee Bhattacharya. (Thesis PDF)
PMRF-2019. Defended thesis titled "Round Surgery Presentations of a Closed Oriented
3-manifold and its Contact Analogue" in August 2025. Thesis PDF
Current Masters (2023-24) Thesis Students:
Mr. Raj Soni (Joint with Dr. Ambuj Pandey )
Ms. Asmita Bhowmik (Joint with Dr. Ambuj Pandey)
Past Masters Thesis Students:
Georgy C. Luke (2017-18)
Topic: Khovanov Homology and its computation for certain knots. (PDF)
Gayatri Limaye (2018-19)
Topic: Heisenberg Invariant and the Structure of RNA. (PDF) This thesis is based on an article by Dr. Siddhartha Gadgil.
Gaurav Kucheriya (2018-19)
Topic: Flipping Edges in Triangulations. (PDF)
Shilpa Saini (2018-19)
Topic: Computational Aspects of Curves and Surfaces. (PDF)
Prerak Deep (2018-19)
Topic: Kirby Calculus in Dimension three. (PDF)
Shreyas Samaga (2019-20)
Topic: Topological Data Analysis (PDF). This is thesis is a survey of foundational articles on TDA.
Soham Pyne (2020-21)
Topic: Brownian Motion and Stochastic Calculus. (PDF)
Meenu Mohan (2021-22) (Jointly supervised with Prof. Vijaykumar Ambat)
Topic: On Graph Laplacian: Algebraic Connectivity and Distinct Integral Spectra. (PDF)
Apoorv Potnis (2022-23)
Topic: Some Topics in Knot Theory (PDF)
Namrata Bhirud (2022-23)
Topic: Geometries of Surfaces and some topics in 3-manifolds (PDF)
Mr. Akash Mutum (Jointly supervised with Dr. Sujith P.B. )
Topic: Assisted shortest path planning for a convoy in a partially impeded non-deterministic network.
Mr. Shivam Tiwari. (Jointly supervised with Dr. Angshuman Bhattacharya and Dr. Arnab Rudra)
Topic: Von Neumann Algebras, Type classification and its relation with QFT.