
Contemporary Mathematics 1997; 479 pp; softcover Volume: 211 ISBN10: 0821806718 ISBN13: 9780821806715 List Price: US$87 Member Price: US$69.60 Order Code: CONM/211 See also: Selected Works of Lipman Bers: Papers on Complex Analysis  Irwin Kra and Bernard Maskit In the Tradition of Ahlfors and Bers: Proceedings of the First AhlforsBers Colloquium  Irwin Kra and Bernard Maskit  The mathematical works of Lars Ahlfors and Lipman Bers are fundamental and lasting. They have influenced and altered the development of twentieth century mathematics. The personalities of these two scientists helped create a mathematical family and have had a permanent positive effect on a whole generation of mathematicians. Their mathematical heritage continues to lead succeeding generations. In the fall of 1994, one year after Bers' death, some members of this family decided to inaugurate a series of conferences, The Bers Colloquium, to be held every three years. The theme was to be a topic in the AhlforsBers mathematical tradition, broadly interpreted. Ahlfors died a year after the first colloquium; future colloquia in this series will be called The AhlforsBers Colloquium. The first colloquium was held in October 1995 at the Graduate Center, CUNY in New York. It coincided roughly with the second anniversary of Bers' death. There were six lectures and much informal mathematical discussion. This volume contains papers by the speakers and many of the participants. The broad range of papers indicates how strong and farreaching Bers' influence has been. The topics represented in the book include Teichmüller theory, Kleinian groups, higher dimensional hyperbolic geometry, geometry of numbers, circle packings, theory of discrete groups, classical complex function theory, one dimensional dynamics, fluid dynamics, quasiconformal mappings in higher dimensions, partial differential equations, and classical algebraic geometry. Features:
Readership Graduate students and research mathematicians interested in functions of a complex variable, and related areas of mathematics. Table of Contents



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