TL;DR
This paper explores cone metric spaces within ordered vector spaces, establishing a broad and natural framework to understand their structure and properties.
Contribution
It introduces a general framework for cone metric spaces in ordered vector spaces, expanding the theoretical understanding of their structure.
Findings
Developed a unified framework for cone metric spaces
Provided new insights into the structure of ordered vector spaces
Extended the theory of metric spaces in ordered contexts
Abstract
We study the concept of cone metric space in the context of ordered vector spaces by setting up a general and natural framework for it.
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