getdoc0632. 241KB Jun 04 2011 12:04:02 AM
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This paper provides a countable representation for a class of infinite-dimensional diffusions which extends the infinitely-many-neutral-alleles model and is related to the
When there are initially infinitely many particles, stochastic coalescence with constant, additive, and multiplicative kernels have been extensively studied, see Kingman [7],
Some classes of multivariate in- finitely divisible distributions admitting stochastic integral representations.. A connection between free and classical
In Section 3 we give some simple examples of how to use Theorems 1.1 and 1.2 to estimate the expected value of the norm of Hilbert space valued infinitely divisible random variables
Absolutely continuous stochastic process, mass transportation problem, Salisbury’s problem, Markov control, zero-noise
Law of the iterated logarithm, central limit theorem, generalized domain of attraction, extreme values, operator normalization, self normalization, t
This would have finished off the problem of characterizing Gaussian random variables with infinitely divisible squares and, more significantly, by (1.3), would show that when a
The aim of this paper is to propose a new kind of matrix ensembles; between classically and freely infinitely divisible laws connected through the Bercovici- Pata bijection,
