Lecture 4: Secant Method | Numerical analysis and methods | Math for AI - ML - Engineering

Lecture 4: Secant Method | Numerical analysis and methods | Math for AI - ML - Engineering

In lecture 4 of Numerical analysis and methods | Math for AI - ML - Engineering, we talk about the secant method and give connections between secant and newton methods. MATLAB implementation of secant method is also given along the way. This lecture is outlined as follows:

Chapters
00:00 Intro
00:24 Secant method & Connections with Newton
10:09 MATLAB implementation of Secant Method
20:51 Secant Method Validation on MATLAB
31:31 Outro

Lecture notes with detailed MATLAB code are on my website 👉 https://bazziahmad.com/2021/11/15/secantmethod/


Note: The MATLAB code could easily be used in Python. Minimal changes could be done. The code is open-source with detailed explanation found within the shared link. Newton method is a popular recursive techniques to estimate zeros or roots to almost any given equation, with linear convergence.

Previous lectures:
Lecture 3: Newton's Method | https://youtu.be/tg86p2_ETcs
Lecture 2: Bisection Method | https://youtu.be/_-hYA3poEfE
Lecture 1: Fixed Point Method | https://youtu.be/0umMu9bZkNo

#SecantMethod #NumericalAnalysis #NumericalMethods

numerical analysisnumerical methodsengineering mathematics

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