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A pointwise limit theorem for counting processes of perturbed random walks with an application to repeated significance tests

open access: closedSequential Analysis, 2017
ABSTRACTHsu and Robbins (1947) introduced the concept of complete convergence as a complement to the Kolmogorov strong law in that they proved that provided the mean of the summands is zero and that the variance is finite. Later, Erdős proved the necessity (1949, 1950).
Allan Gut, Ulrich Stadtmüller
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ASYMPTOTIC BEHAVIOUR OF AN OPERATOR EXPONENTIAL RELATED TO BRANCHING RANDOM WALK MODELS OF DNA REPEATS

Journal of Biological Systems, 1999
We study the asymptotic behaviour of an infinite system of differential equations describing the expectations in a branching random walk. The original stochastic formulation was employed to describe the process of evolution of reversible drug resistance in cancer cells.
ADAM BOBROWSKI, MAREK KIMMEL
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Random Walks: A Review of Algorithms and Applications

IEEE Transactions on Emerging Topics in Computational Intelligence, 2020
Feng Xia, Jiaying Liu, Hansong Nie
exaly  

Random walks and diffusion on networks

Physics Reports, 2017
Naoki Masuda   +2 more
exaly  

Lévy walks

Reviews of Modern Physics, 2015
Vasily Zaburdaev
exaly  

From first-passage times of random walks in confinement to geometry-controlled kinetics

Physics Reports, 2014
Olivier Bénichou, Raphael Voituriez
exaly  

Ultrasound confidence maps using random walks

Medical Image Analysis, 2012
Athanasios Karamalis   +2 more
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Random walks and the effective resistance of networks

Journal of Theoretical Probability, 1991
Prasad Tetali
exaly  

EXTRACTING MORE OUT OF RELOCATION DATA: BUILDING MOVEMENT MODELS AS MIXTURES OF RANDOM WALKS

Ecology, 2004
Juan Manuel Morales   +2 more
exaly  

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