Session I: Polynomial Rooting & Differential Scooting
The session covers Numerical Methods (Newton-Raphson and Bisection) to find roots of functions, and Classification of Differential Equations and solutions to linear ODEs.
Presented by: Deenabandhan N and Madhav Bharadwaj
Session II: Numerical Navigators
The session covers numerical techniques to solve ODEs using Euler’s method and subsequent predictor-corrector improvements and PDEs using the finite-difference method along with an implementation of these techniques in GNU Octave.
Presented By Aditi Vaidya and Pranjal Varshney.
Session III – Signal Noise, Exponential Poise & Fourier Joys
The session covers LCCDEs, Fourier series, Fourier transforms, Noise in data and simple filters such as the Low pass filter. The session also contains implementaion of root finding techniques taught in session 1 and an implementation of a low pass filter in GNU Octave.
Presented by: Achintya Raghavan, Karthik Kashyap and Navin Kumar