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 <H1>Zero-one laws for multilinear forms in Gaussian and other infinitely
 divisible random variables</H1>
<P><STRONG>Jan Rosinski
<BR> Gennady Samorodnitsky
 <BR> Murad S. Taqqu</STRONG><P>
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<H3>Abstract:</H3>
<EM> 
We establish zero-one laws for non-homogeneous forms of any  finite order
in  Gaussian, non-Gausian stable or more generally, in type G
 random variables.
 The random  arguments in the form can be
 decoupled, totally coupled or only partially coupled. 
  These zero-one laws are applied to the study of sample paths of
  stochastic processes represented by multiple integrals.
</EM><P>


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