Introduction to Advanced Numerical Techniques Computation Lab

Welcome to the Advanced Numerical Techniques Computation Lab! This lab is designed to provide students with hands-on experience in implementing and applying advanced numerical methods using computational tools. The lab aims to bridge the gap between theoretical knowledge and practical application, enabling students to develop a deeper understanding of numerical techniques and their real-world applications.

Objectives of Advanced Numerical Techniques Computation Lab

1. Develop Computational Skills: Gain proficiency in programming languages such as C/C++ and MATLAB for implementing numerical methods.

2. Apply Numerical Methods: Learn to solve complex mathematical problems using techniques like modified Euler's method, least Square method, interpolation, integration, curve fitting, and Monte Carlo methods.

3. Work on Projects: Engage in project-oriented tasks that involve developing algorithms and solving problems related to the topics covered in theory classes.

4. Enhance Problem-Solving Abilities: Improve analytical and computational thinking through practical assignments and lab exercises.

Regression Method Algorithm Using Least Square Method

Solve the initial value problems using Modified Euler's Method.

Integrate a function using numerically using trapezoidal Method.