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Dr. Meenu Khatkar

Assistant Professor

Dr. Meenu Khatkar is currently working as Assistant Professor in School of Basic and Applied Sciences. She has total experience of more than 4 years of teaching Mathematics and has been associated with Galgotias University since August 2022. She is firm Believer of productivity and efficiency in work. She Exhibits an honest work ethic with the ability to excel in fast-paced, time-sensitive environment. Being a passionate teacher, she believes that teaching is not merely restricted to making the students understand the underlying concepts of a course but also to develop critical thinking and evaluate alternate approaches for problem solving. She always put her efforts towards the overall developments of her students..

Experience

  • 4 years of teaching experience

Qualification

  • Ph.D. (IIT Delhi)

  • M.Sc. (Department of  Mathematics, University of Delhi)

  • B.Sc.(H) Maths (Miranda House, University of Delhi)

Awards/Recognitions

  • Junior Research Fellowship (CSIR) (2010) with rank 73/238

  • Senior Research Fellowship at Indian Institute of Technology Delhi

  • Qualified GATE exam with AIR-65 (2011)

Research

  • She has presented 1Research paper in International conference & 4 Papers Published in various National, International & On-Line Journals.

  • Pramod Kanwar, Meenu Khatkar, and R. K. Sharma. Idempotents and Units in matrix rings over polynomial rings, International electronic journal of algebra, Volume 22 (2017), 147-169.

  • Meenu Khatkar. Idempotents of M3(R[x]), International journal of mathematics trends and technology, Volume 46(1), 2017, 201-204.

  • Anju and Meenu Khatkar. On Special Primitive Elements over Finite Fields, International Journal of Mathematics And its Applications, Volume (2-B), 2017, 265-268.

  • Pramod Kanwar, Meenu Khatkar, and R. K. Sharma. On Leavitt path algebras over commutative rings, International electronic journal of algebra, Volume 26 (2019), 191-203.

  • Pramod Kanwar, Meenu Khatkar, and R. K. Sharma. Basic one sided ideals of Leavitt path algebras over commutative rings. Algebra and Related Topics with Applications. ICARTA 2019. Springer Proceedings in Mathematics and Statistics, Volume 392, 155-165, Springer, Singapore.

Area of Interest

  • Leavitt Path Algebra

  • Unit Group of Ring Extensions