The asymptotic behaviour of all the moments of a class of symmetric one-dimensional random flights, at the first few orders, are calculated. Different symmetric random flights are considered and it is shown that they simply differ up to a scaling in the number of jumps and that important statistical quantities are universal.
Universality of symmetric one-dimensional random flights
COSCIA, Vincenzo;
1986
Abstract
The asymptotic behaviour of all the moments of a class of symmetric one-dimensional random flights, at the first few orders, are calculated. Different symmetric random flights are considered and it is shown that they simply differ up to a scaling in the number of jumps and that important statistical quantities are universal.File in questo prodotto:
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