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January 27, 2026National Academy Science Letters

On the Hosoya Polynomial of Joined Union Graph: Theory and Code

Yogendra Singh Aditya Singh Anand Kumar Tiwari

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Key Points

The hosoya polynomial provides insights into the structural properties of union graphs, aiding in combinatorial enumeration.
Key results indicate specific patterns in hosoya polynomials linked to graph characteristics, enhancing theoretical understanding.
The approach applies algorithms developed for graph theory to efficiently calculate hosoya polynomials for complex structures.
These findings may enable advanced applications in various fields such as computer science and mathematics.

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Implication

Analysis reveals properties of hosoya polynomials in joined union graphs, suggesting new combinatorial applications.

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Cite This Study

Singh et al. (2026) studied this question.

synapsesocial.com/papers/69a75b42c6e9836116a22462 https://doi.org/10.1007/s40009-025-01917-7

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