JSTOR Daily

REFINED CONVERGENCE FOR THE BOOLEAN MODEL

In Michel and Paroux (2003) the authors proposed a new proof of a well-known convergence result for the scaled elementary connected vacant component in the high intensity Boolean model towards the ...
mccormick.northwestern.edu

ELEC_ENG 422: Random Processes in Communications and Control I

CATALOG DESCRIPTION: Fundamentals of random variables; mean-squared estimation; limit theorems and convergence; definition of random processes; autocorrelation and stationarity; Gaussian and Poisson ...
JSTOR Daily

Finite-Size Corrections to Poisson Approximations of Rare Events in Renewal Processes

This is a preview. Log in through your library . Abstract Consider a renewal process. The renewal events partition the process into i.i.d. renewal cycles. Assume that on each cycle, a rare event ...
Nature

Fractional Poisson Processes and Stochastic Modeling

Fractional Poisson processes represent an innovative extension of the classical Poisson process, wherein the interarrival times follow heavy-tailed distributions often characterised by the ...
Nature

Stochastic Processes and Central Limit Theorems

Stochastic processes form the backbone of modern probability theory, describing systems that evolve randomly over time or space. They are instrumental in areas ranging from statistical physics to ...