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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 288 - Probability and Statistics Seminar
Janko Gravner
University of California, Davis
Random threshold growth and related models
Abstract:
The occupied set grows by adding points x which have at least theta already occupied points in their neighborhoods. Such ``threshold growth'' models are interesting in many contexts. For growth on an integer lattice, explicitly computable approximations can be developed when the neighborhood range is large. Other cases will also be briefly addressed.
Host: Bruce Driver
December 3, 2009
9:00 AM
AP&M 6402
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