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Topics in complex analysis

Author: Dorothy Shaffer; American Mathematical Society.
Publisher: Providence, R.I. : American Mathematical Society, ©1985.
Series: Contemporary mathematics (American Mathematical Society), v. 38.
Edition/Format:   Print book : Conference publication : EnglishView all editions and formats
Summary:

Presents mathematical ideas based on papers given at an AMS meeting held at Fairfield University in October 1983. This work deals with the Loewner equation, classical results on coefficient bodies  Read more...

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Additional Physical Format: Online version:
Topics in complex analysis.
Providence, R.I. : American Mathematical Society, ©1985
(OCoLC)768015854
Material Type: Conference publication, Internet resource
Document Type: Book, Internet Resource
All Authors / Contributors: Dorothy Shaffer; American Mathematical Society.
ISBN: 0821850377 9780821850374
OCLC Number: 11370973
Notes: "Based on papers given at the meeting of the American Mathematical Society, held at Fairfield University in October 1983 ... in a special session on "Topics in complex analysis"--Introduction.
Description: ix, 141 pages ; 26 cm.
Contents: Notes on Loewner differential equations by Y. J. Leung Some conjectures for the class $\Sigma$ by G. Schober Truncation by P. Duren Polynomials in function theory by T. J. Suffridge The Schwarzian derivative and univalence criteria by D. Minda The omitted area problem for univalent functions by R. W. Barnard Angular derivative conditions for comb domains by B. Rodin and S. E. Warschawski Radial growth of a univalent function and its derivatives off sets of measure zero by T. H. MacGregor Local behaviour of coefficients in subclasses of $S$ by D. Bshouty and W. Hengartner Polygonal Bazilevic functions by B. A. Case and J. R. Quine Coefficient conditions for a subclass of alpha-convex functions by H. Silverman Classes of rational functions by M. O. Reade, H. Silverman, and P. G. Todorov The quotient of a univalent function with its partial sum by E. M. Silvia Univalence of an integral transform by E. P. Merkes The Laplacian of the $^\ast$-function by J. R. Quine A jet around an obstacle by D. E. Tepper Runge's theorem on closed sets for elliptic equations by A. Dufresnoy, P. M. Gauthier, and W. H. Ow Epilogue, the Bieberbach conjecture by D. B. Shaffer.
Series Title: Contemporary mathematics (American Mathematical Society), v. 38.
Responsibility: Dorothy Brown Shaffer, editor.

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