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April 7, 2026Open Access

A Study on the Infinite Product Expansion of Trigonometric Identities via Recursive Sum-to-Product Factorization of (m,n)-th Order Roots

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Key Points

The research aims to analyze the infinite product expansion of trigonometric identities using recursive techniques.
Utilized recursive sum-to-product factorization
Examined properties of (m,n)-th order roots
Analyzed trigonometric identities
Demonstrated new forms of infinite product expansions
Provided relationships between trigonometric functions
Revealed efficient factorization methods for roots

Implication

Explores infinite product expansions in trigonometric identities, suggesting new methods for factorization.

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Cite This Study

SungKun Kim (2026) studied this question.

synapsesocial.com/papers/69d894ec6c1944d70ce05e52 https://doi.org/10.5281/zenodo.19446952

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1A Study on the Infinite Product Expansion of Trigonometric Identities via Recursive Sum-to-Product Factorization of n-th RootsOriginal Research · 2026
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