Several invited talks on various topics in mathematics have been planned. A panel discussion titled Gauging the future of mathematics in India : beyond the barriers has been planned, which aims to bring together renowned professors and eminent educationists to have a discussion about the future of mathematics in our country. Participants may submit questions for the panelists through the registration form. On the last day of the conference we plan to celebrate the birthday of Curry Leaf, and the birthday of Prof. S. Kumaresan, the founder of the MTTS programme.
Days
Expert Speakers
Sessions
In this talk, we will introduce the basic aspects of linear error-correcting codes and their parameters. We will see how the study of error-correcting codes gives rise to problems in mathematics that are fundamental. Time permitting, we shall mention a couple of open problems.
Amritha & ChaitanyaOn vector spaces, we define linear maps. On rings, we define multiplicative (your guess is right!) maps. To define multiplicative linear maps we need both these structures. They are broadly called algebra. To discuss the continuity of these maps we need topology/metric/norm. Are you able to observe the set of Real and complex numbers have all the required structures? Since we are familiar with linear maps, we can ask “among the linear maps which are multiplicative?”.
Chaitanya & AnweshaA unit-disk graph is obtained by taking a finite collection of points in the plane as vertex set, and putting an edge between any two vertices whose Euclidean distance is at most one. The reconstruction problem for such a graph asks, given the adjacency matrix of the graph as input, to approximately recover the coordinates of each vertex, up to symmetries. How accurately can this be done? I will present some recent progress on this problem under the additional assumption that the collection of points is chosen at random, and highlight some of the many open problems remaining in this area.
Anwesha & SayantaniThe theory of knots is an important area of topology. Some of the tools that are used to study knots can be understood by high-school students while others require deep mathematics. In this talk, we will introduce knot theory and of some of its basic invariants. There are no pre-requisites for this talk and it should be accessible to everyone.
Chaitanya & AnweshaAmlan
MSc, RKMVERI
Amritha
MSc, IIT Palakkad
Hosting Events
Anubrotaa
BSc, Visva-Bharati, Santiniketan
Sketch Artist
Anwesha
BSc, Jadavpur University
Hosting Events
Chaitanya
BSc, The Maharaja Sayajirao University
Elanchearan
PhD, IIT Madras
Jyoti
MSc, NSCBM Government College Hamirpur
Technical Logistics
Manmohan
MSc, IIT Patna
YouTube operations
Nandana
BSc, St. Teresa's College, Ernakulam
Content Creator
Priyanka
PhD, Shiv Nadar University
Content Creator
Sachchidanand
PhD, IISER Kolkata
Web Designer
Soumya
Post Doc, IMSc, Chennai
Events & Relationship Manager
Sayantani
BSc, Kalyani University
Video Editing
Shubham
IPhD, Kerala School of Mathematics
Event organizer
Tamoghna
MSc, RKMVERI
Content Creator