# A new characterization of partial metric completeness

## TL;DR

This paper introduces a novel orbital characterization of partial metric space completeness, utilizing fixed point results to provide a new perspective on the structure of such spaces.

## Contribution

It presents the first orbital characterization of partial metric completeness, advancing the theoretical understanding of these spaces.

## Key findings

- New orbital characterization of partial metric completeness
- Fixed point results applied to partial metrics
- Enhanced theoretical framework for partial metric spaces

## Abstract

In this article, we present a new characterization of the completeness of a partial metric space--which we call \textit{orbital characterization}-- using fixed point results.