Poonam Agarwal

Poonam AgarwalAssistant Professor

Professional Qualifications

  • Ph.D.:in General Topology.
  • UGC-NET (JRF) qualified.
  • M. Phil. (Mathematics).
  • M.Sc. (Mathematics)
  • B.Sc.

Subject of Interest:

  • Engineering Mathematics-III.
  • Discrete Mathematics.
  • Real Analysis.
  • Real Analysis.
  • Computer Based Numerical &Statistical Techniques.

Academic Achievements

Paper publications in Journals:
  • Paper publications in Journals:
  • Paper publications in Journals:
  • P. Agarwal and C.K. Goel, “A New separation axiom on Bitopological Spaces”, Advanced Studies in Contemporary Mathematics, 29(2), 263-269, ISSN No.: 1229-3067(Print), 2508-7908(Online) 2019, Scopus
  • P. Agarwal and C.K. Goel, “A New separation axiom on Bitopological Spaces”, Advanced Studies in Contemporary Mathematics, 29(2), 263-269, ISSN No.: 1229-3067(Print), 2508-7908(Online) 2019, Scopus
  • P. Agarwal and C.K. Goel, “Extremal Sets in A Topological Space”, General Mathematics, Sibiu, 25(1-2), 53-59, 2017, ISSN No.: 1221-5023
  • P. Agarwal and C.K. Goel, “Extremal Sets in A Topological Space”, General Mathematics, Sibiu, 25(1-2), 53-59, 2017, ISSN No.: 1221-5023
Papers Presented at Conferences:
  • Poonam Agarwal, C. K. Goel, “Extremal Sets with Min Max Properties”, presented at MTMI International Conference on Emerging Issues on Business, Technology and Applied Sciences, Dubai in December 2017.
  • Poonam Agarwal, C. K. Goel, “Ω-Compact Spaces”, presented at International Conference on Frontiers of Science and Technology-2017, held at KIET Group of Institutions, Ghaziabad, U.P. in January, 2017.
  • Poonam Agarwal, C. K. Goel, “Ω-Compact Spaces”, presented at International Conference on Frontiers of Science and Technology-2017, held at KIET Group of Institutions, Ghaziabad, U.P. in January, 2017.
  • Poonam Agarwal, C. K. Goel, “Ω-Compact Spaces”, presented at International Conference on Frontiers of Science and Technology-2017, held at KIET Group of Institutions, Ghaziabad, U.P. in January, 2017.

Area of Interest:

  • General Topology
  • Linear Algebra
  • Linear Algebray