VNIT Nagpur Mathematics Department

Invited talk / Guest lecture delivered in Department of Mathematics

  • On the occasion of National Mathematics Day 2025 the following invited talk was organised:
  1.  “Historical aspects of Vedic Mathematics” by Dr. S. D. Mohgaonkar
  2. “Geospatial Technologies from the perspective of Mathematics” By Dr. Surya Prakash Rao
  • A Guest Lecture on the topic “Role of LUB Axiom in analysis and topology” was delivered by Prof. P. Veeramani, Dept. of Mathematics, IIT Madras on 29/08/2025.
  • A Guest lecture on “Intelligent Agent Optimization of Intracity Bus Networks”  was delivered by Dr. Jeremy Blum, Penn State University, Harrisburg, Pennsylvania, USA on 12/08/2025
  •  A Talk on “ Rethinking Scientific Computing: Are Neural Surrogates the real deal ?” by Dr. Ameya D. Jagtap, Assistant Professor, Aerospace Engineering Department, WPI USA on 01/07/2025.
  • A Talk on “Writing and Publishing a scientific research article: An Overview” by Dr. Sharda Nandan Raw, Associate Professor, Dept. of Mathematics, NIT Raipur on 19/05/2025.
  •  A guest lecture on ” Positive Linear Operators: A Comprehensive overview” was delivered by Prof. Naokant Deo, Dept. of Applied Mathematics, Delhi Technological University on 25/04/2025.
  •  Guest lecture by Prof. S Dharmaraja, Department of Mathematics, IIT Delhi on the Topic “Role of Mathematics in Science and Technology.” on 17/04/2025
  • A lecture on “Factorization using Sutras and Sub sutras of vedic mathematics and its geometrical interpretation.” by Prof. S. D. Mohgaonkar, was delivered on 21/03/2025
  • INSA-VNIT Distinguished lecture series on the topic “Lie groups as a unifying theme in Mathematics: From Algebra and Number theory to geometry and topology”  was delivered by Prof. Dependra Prasad, Dept. of Mathematics, IIT Bombay on 17/02/2025.
  • Lecture series by Prof. Lawrence Grammount, Dept. of Mathematics, University of Jean Monnetof Saint Etienne, France. was conducted from 03/02/2025 to 05/02/2025
          Lecture 1: Projection based Integral Equations.
          Lecture 2: Integral equation of second kind with regular kernel .
          Lecture 3: Integral equation of second kind with weakely singular kernel.