Assistant Professor

Dr Surinder Kaur

Department of Mathematics

Interests

  • Group, Ring and Field Theory
  • Representation Theory

Faculty Details

Education

2013

Centre of Advanced Studies in Mathematics,
Punjab University,
Chandigarh,
MSc Maths (Hons.)

2019

Indian Institute of Technology Ropar
India

PhD

Experience

  • April 2021 to July 2023 - CSIR-Research Associate at the Indian Institute of Technology Kanpur.
  • Sept. 2020 to April 2021- Institute Post Doctoral Fellow at the Indian Institute of Technology Delhi.
  • July 2019 to Jan. 2020 - Director's fellow at the Indian Institute of Technology Ropar.

    • Research Interest

  • Unit group of group rings
  • Group ring isomorphism problem
  • Characters of finite general linear groups

    • Awards & Fellowships

    • 2023 – Awarded NBHM Post Doctoral fellowship (did not avail).
    • 2021 – Research Associate (RA) Fellowship – Council of Scientific & Industrial Research (CSIR), India.
    • 2014 – CSIR-JRF.
    • 2013 – GATE.
    • 2013 – UGC-NET.

    Publications

    • On the twisted group ring isomorphism problem for p-groups, G. Kaur, S. Kaur and P. Singla, Glasgow Mathematical Journal (2024).
    • On the unit group of semisimple group algebra and the normal complement problem, S. Kaur, Archiv der Mathematik (Basel), 120(2), 123-133 (2023).
    • On the normal complement problem in modular and semisimple group algebras, S. Kaur, Communications in Algebra, 50(9), 4049-4055 (2022).
    • The normal complement problem and the structure of the unitary subgroup - S. Kaur and M. Khan, Communications in Algebra, 48(8), 3628-3636 (2020).
    • A note on normal complement problem for split metacyclic groups - S. Kaur and M. Khan, Communications in Algebra, 47(9), 3842-3848 (2019).
    • Normalized Unit groups and their conjugacy classes, S. Kaur and M. Khan, Proceedings Indian Academy of Sciences - Mathematical Sciences, 130(7), 1-13 (2020).
    • Class length of elements of the group in the normalized unit group, S. Kaur and M. Khan, International Electronic Journal of Algebra, 26, 49-64 (2019).
    • Units of commutative group rings over polynomial ring, S. Kaur and M. Khan, Asian-European Journal of Mathematics, 13, 1-8 (2020).

    Contact Details

    • E-mail id: surinder.k@srmap.edu.in
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