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Original Articles

A julia line which is not a milloux line

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Pages 57-65 | Received 15 Sep 1987, Published online: 29 May 2007

References

  • Bieberbach , L . 1916 . Über einige Extremal-probleme im Gebiete der konformen Abbildung . Math Annalen , 77 : 153 – 172 .
  • Carathéodory , C . 1912 . Untersuchungen über die konformen Abbidungen von festen und veránderlichen gebieten . Math Annalen , 72 : 107 – 144 .
  • Koebe , P . 1909 . Über die Uniformisierung der algebraischen Kurven . I Math Annalen , 67 : 146 – 224 .
  • MacLane , G.R . 1952 . Riemann surfaces and asymptotic values associated with real entire functions . Rice Institute Pamphlet , 67 November Special Issue
  • MacLane , G.R . 1962 . The geometry of functions holomorphic in the unit circle of arbitrarily slow growth which tend to infinity on a sequence of curves approaching the circumference . Duke Math J , 29 November : 191 – 198 .
  • Mergelyan , S.N . 1952 . Uniform approximations to functions of a complex variable . Uspekhi Mat Nauk , 7 November : 31 – 122 . in Russian N.S. Amer Math Soc Transl 3 1962, 294-391
  • Milloux , H . 1924 . Le théoréme de M. Picard . J de Math , 3 November : 347 9th Ser
  • Milloux , H . 1925 . Sur le théorème de M. Picard . Bull Soc Math France , 53 November : 181
  • Montel , P . 1927 . Leçons sur les Familles Normales de Fonctions Analytiques et Leurs Applications , Paris : Gauthier-Villars .

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