Math Events

The Department of Mathematics is organising the 10th Distinguished Lecture on the topic “Science and Mathematics Education: Whose Science, for Whom?” on October 04, 2024. Distinguished academician Prof. R Ramanujam from Azim Premji University, Bengaluru, will deliver the esteemed session on the significance of integrating science and research education into university and school curricula to

The Department of Mathematics is delighted to announce that the 11th Distinguished Lecture will be held on Friday, December 13, 2024, at 3:30 PM. Prof. Michel Waldschmidt, Emeritus Professor at Sorbonne Universit´e, Institut Mathematique de Jussieu, France, will deliver the talk “On the ABC Conjecture.” Abstract The talk will explain the statement of the ABC

The Department of Mathematics is organising an online Faculty Development Programme on “Algebra, Analysis and Number Theory” from December 16 – 20, 2024. The Faculty Development Programme aims to enhance the pedagogical skills required for teaching mathematics at the tertiary level of education. An extensive range of topics from Algebra, Analysis, and Number Theory will

The Department of Mathematics is organising a Guest Lecture Series focused on Data Science and Big Data Analytics. The lecture series scheduled to be held from January 20-21, 2025 will be led by Dr Sriramakrishna Lakshmivarahan from the University of Oklahoma. The lecture series aims to deepen students' understanding of the subject. Participants will also

The Department of Mathematics organises the 12th session of the Distinguished Lecture Series on January 23, 2025. Renowned French mathematician, Prof. Jean-Marc Deshouillers will deliver the keynote session on the topic “Pairwise co-primality of consecutive elements from sequences with polynomial growth.” Abstract The study of the coprimality of elements from sequences with polynomial growth (e.g.

The Department of Mathematics is organising a Departmental Distinguished Lecture by Prof. Jugal K Vema. The lecture on Real roots of real polynomials, the real nullstellensatz and Hilbert's 17th problem will discuss topics on counting real roots of real polynomials, including: (1) The Pedersen-Roy-Szpirglass theorem about counting real roots of real polynomials (2) The classical