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A reducibility of Exton's triple hypergeometric series X₂

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We aim at presenting an interesting result for a reducibility of Exton’s triple hypergeometric series X₂. The identity to be given here is obtained by combining Exton’s Laplace integral representation for X₂ and Henrici’s formula for the product of three hypergeometric series.

Abstract

We aim at presenting an interesting result for a reducibility of Exton’s triple hypergeometric series X₂. The identity to be given here is obtained by combining Exton’s Laplace integral representation for X₂ and Henrici’s formula for the product of three hypergeometric series.

참고문헌 (5)

  1. A. Erd´elyi, "Higher Transcendental Functions" (1953), McGraw-Hill Book Company
  2. H. Exton, "Hypergeometric function of three variables", J. Indian Acad. Maths, 4(2), pp.113~119 (1982)
  3. P. Henrici, "A product theorem for hypergeometric series", SIAM J. Math. Anal, 18, pp.1513~1518 (1987)
  4. Per W. Karlsson, "A note on Henrici’s triple product theorem", Proc. Amer. Math. Soc, 110, pp.85~88 (1990)
  5. E. D. Rainville, "Special Functions" (1960), The Macmillan Company

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