TL;DR
This paper characterizes coexistent subsets within interval effect algebras, providing a mathematical framework for understanding coexistence in effect-valued observables.
Contribution
It offers a new characterization of coexistence in interval effect algebras, advancing the theoretical understanding of effect-valued observables.
Findings
Provides a mathematical characterization of coexistence
Advances understanding of effect-valued observables
Lays groundwork for future research in quantum measurement theory
Abstract
Motivated by the notion of coexistence of effect-valued observables, we give a characterization of coexistent subsets of interval effect algebras.
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