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On decoupling,series expansions,and tail behavior of chaos processes
Authors:Miguel A Arcones  Evarist Giné
Institution:(1) Department of Mathematics, University of Utah, 84112 Salt Lake City, Utah;(2) Department of Mathematics, U-9, University of Connecticut, 06269 Storrs, Connecticut
Abstract:Some important aspects of chaos random variables such as decoupling, an almost sure representation (a Karhunen-Loeve expansion) and integrability are discussed here, the first being a tool for, and the third as a consequence of, the second. The main goal in this note is to learn about the structure of the limit laws ofU-processes.Research partially supported by National Science Foundation Grant No. DMS-9000132 and University of Connecticut Grant No. G12-913501.
Keywords:Chaos processes  decoupling  Karhunen-Loeve expansion  Gaussian processes  U-processes
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