Faculty

Mr Dilip Kumar

Assistant Professor | Department of Mathematics

Contact (Off.): 9891639179

Email Address : dks[at]pgdav[dot]du[dot]ac[dot]in

  • B.Sc. (Hons.) Mathematics , 2013 , Moti Lal Nehru College
  • M.Sc. Mathematics , 2016 , Indian Institute of Technology, Kanpur
  • Ph.D. (Pursuing) , 2017-till date , Department of Mathematics, University of Delhi
  1. Worked as a Assistant Professor (Adhoc) in the Department of Mathematics, Kalindi College, University of Delhi from 3rd Jan 2017 to 19th May 2018.
  2. Worked as a Assistant Professor (Adhoc) in the Department of Mathematics, Maharaja Agrasen College, University of Delhi from 30th Jan 2019 to 28th Feb 2023.
  3. Worked as a Assistant Professor (permanent) in the Department of Mathematics, PGDAV College, University of Delhi from 1st March 2023. 
  • Linear Algebra
  • Real and Complex Analysis
  • Number Theory
  • Ordinary and Partial Differential Equation 
  • Numerical Methods
  • R software
  • vedic mathematics
  • Introduction to Blockchain 
  • Probability and stattistics

List of Publications

 

  1. A. Zothansanga, Nikhil Khanna, S. K. Kaushik & Dilip Kumar, On generalized analytic wavelets, Iranian Journal of Science (2023) 47:489–500, https://doi.org/10.1007/s40995-023-01414-w, 1.7 (2022) Impact factor 1.7
    MR4614096
    Published 05 February 2023

 

  1. A. Zothansanga, Nikhil Khanna, S. K. Kaushik & Dilip Kumar, A Note on Some New Generalized Wavelets, Volume 2022 | Article ID 7511242 | https://doi.org/10.1155/2022/7511242
    Journal of Mathematics, Hindawi, 2314-4785, Impact Factor 1.4
    MR4452491
    Published 04 July 2022

 

  1. A. Zothansanga, Nikhil Khanna, S. K. Kaushik & Dilip Kumar, Some Properties of Fractional Boas Transforms of Wavelets, Volume 2021 | Article ID 6689779,
    Journal of Mathematics, Hindawi,

    https://doi.org/10.1155/2021/6689779, 2314-4785, Impact Factor 1.4
    MR4235878
    Published 15 March 2021

     
  2. A. Zothansanga, Nikhil Khanna, S. K. Kaushik & Dilip Kumar, A SHORT NOTE ON GENERALIZED VARIATION DIMINISHING WAVELETS, (Communicated)

dilipiitk.github.io 
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