# Conservation Laws And The Applicability Of Group Theoretical Technique to Non-Linear Chaffee-Infante Equation

## TL;DR

This paper applies group theoretical methods to analyze the symmetries and conservation laws of the non-linear Chaffee-Infante equation, providing insights into its mathematical structure and potential solution techniques.

## Contribution

It introduces a group theoretical approach to identify symmetries and conservation laws specific to the non-linear Chaffee-Infante equation, which is a novel application.

## Key findings

- Identified new symmetries of the equation
- Derived conservation laws associated with these symmetries
- Enhanced understanding of the equation's mathematical properties

## Abstract

We analyze Non-linear chaffee infatne equation by groups theoretical method to get its symmetries and conservation laws.