Dr. Anupam Mondal

Assistant Professor, IAI TCG CREST

Research Interest

  • Graph Theory: matchings and flows, graph colouring etc.

  • Combinatorial Topology: abstract simplicial complexes, simplicial homology, discrete Morse theory etc.

  • Combinatorial and Discrete Geometry.

  • Enumerative and Topological Combinatorics.


Academic Qualification


Teaching Experience

Graduate courses offered at TCG CREST:

  • 2023, spring semester

    • Combinatorics and Graph Theory – II (jointly)
    • Combinatorial Optimisation (jointly, reading course)

  • 2022, autumn semester

    • Combinatorics and Graph Theory (jointly)

  • 2022, spring semester

    • Graph Theory and Matroids – II (jointly, reading course)
    • Trends in Combinatorics and Topology (jointly)

  • 2021, autumn semester

    • Graph Theory and Matroids – I (jointly)


Publications and Pre-prints 

See also: [Google Scholar profile] [Articles on arXiv]

  1. On Elser’s conjecture and the topology of U-nucleus complex (with A. Chakraborty, S. Mukherjee and K. Saha). Journal of Combinatorial Theory, Series A, 197:105748 (2023). DOI: 10.1016/j.jcta.2023.105748 (eprint: arXiv:2203.12525)

  2. Covering the plane by a sequence of circular disks with a constraint (with A. Bhattacharya). Computational Geometry, 91:101680 (2020).
     10.1016/j.comgeo.2020.101680 (eprint: arXiv:1810.01255)

  3. Problems on matchings and independent sets of a graph (with A. Bhattacharya and T. S. Murthy). Discrete Mathematics, 341(6):1561–1572 (2018).
     10.1016/j.disc.2018.02.021 (eprint: arXiv:1701.03040)

  4. A note on an application of discrete Morse theoretic techniques on the complex of disconnected graphs (with P. C. Pramanik). eprint: arXiv:2305.08086

  5. Discrete Morse theoretic computations in the matching complex of K7 (with S. Mukherjee and K. Saha). eprint: arXiv:2305.02973

  6. Discrete Morse theory and the topology of matching complexes of complete graphs (with S. Mukherjee and K. Saha). eprint: arXiv:2303.07054

Contact: Anupam.Mondal@tcgcrest.org

Homepage: https://anupam-m-discmath.github.io/