The Riemann problem for Appell's F4
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概要
著者
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Kato Mitsuo
Department Of Mathematics College Of Education University Of The Ryukyus
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KATO Mitsuo
Department of Mathematics, College of Education, University of the Ryukyus
関連論文
- THE HYPERGEOMETRIC DIFFERENTIAL EQUATION 3E2 WITH CUBIC CURVES AS SCHWARZ IMAGES
- REFLECTION SUBGROUPS OF THE MONODROMY GROUPS OF APPELL’S F4
- The Riemann problem for Appell's F4
- Monodromy groups of hypergeometric functions satisfying algebraicequations
- CONNECTION FORMULAS FOR ALGEBRAIC HYPERGEOMETRIC FUNCTIONS
- APPELL'S $ F_4 $ WITH FINITE IRREDUCIBLE MONODROMY GROUP
- MINIMAL SCHWARZ MAPS OF _3 F_2 WITH FINITE IRREDUCIBLE MONODROMY GROUPS
- SCHWARZ MAPS OF $ _3 F_2 $ WITH FINITE IRREDUCIBLE MONODROMY GROUPS
- APPELL'S HYPERGEOMETRIC SYSTEMS $ F_2 $ WITH FINITE IRREDUCIBLE MONODROMY GROUPS
- A SIMPLE PFAFFIAN FORM REPRESENTING THE HYPERGEOMETRIC DIFFERENTIAL EQUATION OF TYPE (3,6)
- A SCHWARZ MAP OF APPELL'S $ F_2 $ WITH PROJECTIVE MONODROMY GROUP OF ORDER 25 920