Quadratic relations for confluent hypergeometric functions

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概要

• 論文の詳細を見る

• We present a theory of intersection on the complex projective line for homology and cohomology groups defined by connections which are regular or not. We apply this theory to confluent hypergeometric functions, and obtain, as an analogue of period relations, quadratic relations satisfied by confluent hypergeometric functions.

• 東北大学の論文

著者

• Majima H

  The Institute Of Industrial Science The University Of Tokyo

• Matsumoto Keiji

  Department Of Applied Physics Graduate School Of Engineering Yokohama National University

• Majima Hideyuki

  Department Of Exp. Radiol. And Health Phys. Fukui Medical Univ.

• Majima Hideyuki

  Department Of Mathematics Faculty Of Science Ochanomizu University

• Matsumoto Keiji

  Department Of Mathematics Graduate Shool Of Science Hokkaido University

• Takayama Nobuki

  Department of Mathematics, Faculty of Science, Kobe University

• Takayama Nobuki

  Department Of Mathematics Faculty Of Science Kobe University

• Majima Hideyuki

  Department of Exp. Radiol. and health phys. , Fukui Medical Univ.

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