Curry Leaf, the Math Club of MTTS Alumni, is turning three this November! Get ready for exciting talks on graphs, spaces around knots, graphs and groups, fixed points, and more. We're also hosting a celebration for Kumaresan sir's 73rd and Curry Leaf's 3rd birthday. Last day there will be event about math careers. Join us for a memorable learning experience!
Days
Speakers
Events
Number theory meets graph theory in the following setting. If we construct a certain Cayley graph of a finite field, the eigenvalues of the associated adjacency matrix happen to be interesting number-theoretic objects called Kloosterman sums. Further, understanding graph properties like connectivity and girth lead to interesting problems. In this talk we review relevant definitions, motivate the problem, and get a glimpse of results obtained.
We will discuss properties of the complement of a knot, especially the fundamental group of the knot complement.
An expander family of graphs is a mathematical way to encode the idea of a "good" network. We will explain what "good" could mean in this context, and use this to define an expander family. We will then describe a construction of such families using group theory.
After discussing a short review in fixed, we introverted best proximity points. We also discuss the notion of proximal normal structure.
Amlan
Anamika
Harinder
Haripriya
Omkar
Rahul
Ritoprovo
Saswata
Tamoghna
Asmita
Astha
Bhoomika
Jyoti
Soumya
Tapan
Alapan
Parvathi
Sachchidanand
Sangeeta
Shreyas
Sushrut
