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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 288 - Statistics
Anirban DasGupta
UCSD Visitor
Solvability of Convolution Equations and A Model for Energy Redistributing among Stars
Abstract:
Let X be a fixed random variable and U,Z,W three others, mutually independent. We ask if the convolution equation X = U(Z + W) can be solved in U for given Z,W or in W for given U,Z. We also look at certain generalizations. A particular version arises in a model for energy redistribution among stars. We present some general theorems, and some special examples.
Host:
May 27, 2003
5:00 PM
AP&M 5829
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