On the approximation of an appell hypergeometric function by a branched continued fraction
Copyright policy )On the approximation of an appell hypergeometric function by a branched continued fraction
The paper deals with the hypergeometric function and its representation in the form of a branched continued fraction. Investigated is the boundedness of appropriate fractions obtained in results of decomposition of the correlation of hypergeometric Appell functions.
Appell, Horn and Lauricella functions, branched continued fraction, hypergeometric Appell function, Convergence and divergence of continued fractions, boundedness, approximation of Appell hypergeometric function, Approximation by other special function classes
Appell, Horn and Lauricella functions, branched continued fraction, hypergeometric Appell function, Convergence and divergence of continued fractions, boundedness, approximation of Appell hypergeometric function, Approximation by other special function classes
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