# A group theory approach towards some rational difference equations

## TL;DR

This paper applies Lie symmetry analysis to rational difference equations, deriving non-trivial symmetries and obtaining exact solutions, advancing the understanding of their structural properties.

## Contribution

It introduces a group theory approach to analyze rational difference equations, providing a systematic method to find symmetries and solutions.

## Key findings

- Derived non-trivial Lie point symmetries for rational difference equations
- Obtained exact solutions using symmetry methods
- Enhanced understanding of the structural properties of these equations

## Abstract

A full Lie point symmetry analysis of rational difference equations is performed. Non-trivial symmetries are derived and exact solutions using these symmetries are obtained.