Compatibility support mappings in effect algebras
Gejza Jen\v{c}a
TL;DR
This paper introduces compatibility support mappings in effect algebras to characterize subsets embeddable into observable ranges, advancing the understanding of their structural properties.
Contribution
It presents a novel notion of compatibility support mappings and provides a characterization of subsets embeddable into observable ranges in effect algebras.
Findings
Introduced compatibility support mappings.
Characterized subsets embeddable into observable ranges.
Enhanced understanding of effect algebra structures.
Abstract
We give a characterization of subsets of effect algebras, that can be embedded into a range of an observable. To give this characterization, we introduce a new notion of {\em compatibility support mappings.}
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