From ordered semigroups to ordered hypersemigroups
Niovi Kehayopulu
TL;DR
This paper illustrates the transition from ordered semigroups to ordered hypersemigroups, demonstrating the conceptual and structural changes involved in this generalization within algebraic systems.
Contribution
It provides a methodological framework for extending properties from ordered semigroups to ordered hypersemigroups.
Findings
Established a systematic approach for the passage between these algebraic structures.
Identified key properties preserved during the transition.
Highlighted differences and similarities between ordered semigroups and hypersemigroups.
Abstract
We wrote this paper as an example to show the way we pass from ordered semigroups to ordered hypersemigroups.
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