# Finite Semihypergroups Built From Groups

## TL;DR

This paper establishes the necessary and sufficient conditions under which finite semihypergroups can be constructed from groups of the same order, advancing the understanding of their algebraic structure.

## Contribution

It provides a complete characterization of finite semihypergroups that are derived from groups of equal order, filling a gap in algebraic theory.

## Key findings

- Conditions for finite semihypergroups to be built from groups
- Characterization of semihypergroups of the same order as groups
- Theoretical framework connecting semihypergroups and groups

## Abstract

Necessary and sufficient conditions for finite semihypergroups to be built from groups of the same order are established