# Representation theorems for extended contact algebras based on equivalence relations

## TL;DR

This paper introduces new representation theorems for extended contact algebras utilizing equivalence relations, advancing the theoretical understanding of their structure.

## Contribution

It provides novel representation theorems for extended contact algebras based on equivalence relations, which were not previously established.

## Key findings

- New representation theorems for extended contact algebras
- Representation based on equivalence relations
- Enhanced understanding of algebraic structures

## Abstract

The aim of this paper is to give new representation theorems for extended contact algebras. These representation theorems are based on equivalence relations.