IEEE

Computational model of Fermat’s Principle via Path Integration to illustrate the Law of Reflection, Snell’s Law and dispersion in a prism

Abstract: Fermat’s Principle, or the Principle of Least Time, is used to computationally model common optical phenomena, including reflection, refraction and dispersion through a prism. Fermat’s ...
The Morung Express

1729: A Number That Unlocked Ramanujan’s Genius

Every year on December 22, India observes National Mathematics Day to commemorate the birth of Srinivasa Ramanujan, a mathematician whose life and work continue to hover between legend and rigorous ...
IEEE

Bearing-Only Solution to the Fermat–Weber Location Problem for Euler-Lagrange Systems

Abstract: This paper studies the bearing-only Fermat–Weber Location Problem (FWLP) for Euler–Lagrange systems. The objective is to design bearing-only control laws that guide an autonomous robot to ...
The Indian Express

The Hardy–Ramanujan number: What 1729 reveals about Srinivasa Ramanujan, even to non-mathematicians

National Mathematics Day: December 22 is observed as National Mathematics Day in India to honour Srinivasa Ramanujan, the man who seemingly knew infinity. While Ramanujan is celebrated as a genius and ...