Results 281 to 290 of about 805,112 (303)

Random processes in random environments

Advances in Applied Probability, 1980
We shall give a brief survey of some random processes in random environments. Roughly speaking, our examples arise from models in which a phenomenon is described by a Markov process or chain. The Markov process in question is specified by a (usually infinite) number of parameters.
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Anomalous statistics of random relaxations in random environments

Physical Review E, 2013
We comprehensively analyze the emergence of anomalous statistics in the context of the random relaxation (RARE) model [Eliazar and Metzler, J. Chem. Phys. 137, 234106 (2012)], a recently introduced versatile model of random relaxations in random environments.
Eliazar, Iddo, Metzler, Ralf (Prof. Dr.)
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Automata in random environments

Fundam. Informaticae, 1981
Summary: We consider the case of automata operating within random environments. In contrast to an earlier case, where we supposed we could control the environment, we assume that the realization of the environment is governed by some probabilistic structure. The notion of expected acceptance sets is defined.
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Random walks in random environments on metric groups

Mathematical Notes, 2000
A random evnironment on a countable metric group \(G\) is considered, and a random walk (RW) in the environment with bounded jumps is investigated. The transition probabilities from a point \(x\in G\) are described by a vector \(p(x)\in\mathbb{R}^{|W|}\) where \(W=W(x)\subset G\), and \(|W |= \text{const}
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Random Walk In A Random Environment

1996
Abstract We now turn from steady-state conduction problems to problems in which a time-evolving random process takes place in a random environment. Our discussion here is restricted to processes on lattices, and in the main to one spatial dimension.
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A Limit Theorem for a Random Walk in a Random Environment

Theory of Probability & Its Applications, 1989
See the review in Zbl 0656.60077.
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Random walks and random environments, vol. 2, random environments

Journal of Statistical Physics, 1997
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A Law of Large Numbers for Random Walks in Random Environment

Annals of Probability, 1999
Alain-Sol Sznitman
exaly  

Inventory models with random yield in a random environment

International Journal of Production Economics, 2002
Suleyman Özekici
exaly  

Diffusion of directed polymers in a random environment

Journal of Statistical Physics, 1988
John Z Imbrie
exaly