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What is A New Class of Continued Fraction Expansions For The Ratios of Hypergeometric Functions about?

This paper introduces a new class of continued fraction expansions for the ratios of hypergeometric functions, detailing their derivation and properties. The expansions are shown to converge over specific regions in the complex plane and provide analytic continuations of the functions involved. Additionally, the paper explores special cases and relationships between different continued fractions derived from these expansions.

Author

3203467371

Language

EN