On the Q-spread of regular uniform hypergraphs

Key Points

• Q-spread in regular uniform hypergraphs shows unique properties that enhance graph theory understanding.
• An examination of various regular hypergraphs reveals that the q-spread can be effectively measured across structures.
• This analysis explores combinatorial structures and their role in defining q-spread within uniform hypergraphs.
• Findings indicate potential applications for q-spread in advanced graph configurations and combinatorial designs.