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Original Articles

Exponentially convex univalent functions

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Pages 33-50 | Published online: 29 May 2007

References

  • Ahlfors , L. V. 1973 . “ Conformal invariants ” . In Topics in geometric function theory , New York : McGraw-Hill .
  • Goodman , A. W. 1983 . “ Univalent Functions ” . Vol. 1 , Washington, New Jersey : Polygonal Publishing House .
  • Goodman , A. W. 1984 . Convex functions of hounded type . Proc. Amer. Math. Soc , 92 : 541 – 545 .
  • Goodman , A. W. 1986 . More on convex functions of bounded type . Proc. Amer. Math. Soc. , 97 : 303 – 306 .
  • Ma , W. , Mejía , D. and Minda , D. 1992 . Distortion theorems for k-convex functions . Complex Variables , 19 : 259 – 269 .
  • Mejía , D. 1986 . “ The hyperbolic metric in k-convex regions ” . University of Cincinnati . Ph. D. dissertation
  • Minda , D. 1990 . Hyperbolic geometry in k-convex regions . Pacific J. Math. , 141 : 333 – 354 .
  • Minda , D. 1983 . Lower bounds for the hyperbolic metric in convex regions . Rocky Mountain J. Math. , 13 : 61 – 69 .
  • Srinivas , V. 1994 . Special classes of univalent and multivalent functions . J. Anal. , 2 : 1 – 6 .
  • Wriths , K.-J. 1988 . Coefficient bounds for convex functions of bounded type . Proc Amer. Math. Soc. , 103 : 525 – 530 .

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