Results 1 to 10 of about 38,416 (305)
Electrons energy distribution in helium plasma, generated by fission fragments
Physical Sciences and Technology, 2015 The problem of ionization and excitation pair prices in any gas medium can be solved by modeling the process of exchanging energy of the primary electrons with neutrals by Monte Carlo technique.
S. Kunakov, E. Son, Zh. Bolatov
doaj
Derivation and travelling wave analysis of phenotype-structured haptotaxis models of cancer invasion
European Journal of Applied MathematicsWe formulate haptotaxis models of cancer invasion wherein the infiltrating cancer cells can occupy a spectrum of states in phenotype space, ranging from ‘fully mesenchymal’ to ‘fully epithelial’. The more mesenchymal cells are those that display stronger
Tommaso Lorenzi +2 more
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A Chernoff bound for branching random walk
, 2016 Concentration inequalities, which prove to be very useful in a variety of fields, provide fairly tight bounds for large deviation probability while central limit theorem (CLT) describes the asymptotic distribution around the mean (within scope of $\sqrt ...
Liu, Changqing
core
Maxima of branching random walks vs. independent random walks
Stochastic Processes and their Applications, 1979 AbstractIn recent years several authors have obtained limit theorems for the location of the right most particle in a supercritical branching random walk. In this paper we will consider analogous problems for an exponentially growing number of independent random walks.
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Branching random walks on trees
Stochastic Processes and their Applications, 1992 Consider contact processes, branching random walks, and biased voter models, when the underlying graph is an infinite regular tree of degree \(d\) \((\geq 3)\). Continuing work of the reviewer and \textit{C. Newman} [Disorder in physical systems, Vol. in Honour of J. M. Hammersley 70th Birthday, 167-190 (1990; Zbl 0721.60121)] and \textit{R. Pemantle} [
Madras, Neal, Schinazi, Rinaldo
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Branching random walks and Minkowski sum of random walks
Probability Theory and Related FieldsWe show that the range of a critical branching random walk conditioned to survive forever and the Minkowski sum of two independent simple random walk ranges are intersection-equivalent in any dimension $d\ge 5$, in the sense that they hit any finite set with comparable probability, as their common starting point is sufficiently far away from the set to
Asselah, Amine +3 more
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Hierarchical equilibria of branching populations [PDF]
The objective of this paper is the study of the equilibrium behavior of a population on the hierarchical group (Omega)N consisting of families of individuals undergoing critical branching random walk and in addition these families also develop according ...
A. Wakolbinger +2 more
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Branching random walk in Z^4 with branching at the origin only
, 2010 For the critical branching random walk in $\mathbb{Z}^{4}$ with branching at the origin only we find the asymptotic behavior of the probability of the event that there are particles at the origin at moment $t\rightarrow \infty $ and prove a Yaglom type ...
Hu, Yueyun +2 more
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Branching random walks in random environment: A survey
, 2020 We consider branching particle processes on discrete structures like the hypercube in a random fitness landscape (i.e., random branching/killing rates). The main question is about the location where the main part of the population sits at a late time, if the state space is large. For answering this, we take the expectation with respect to the migration
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Volume explored by a branching random walk on general graphs. [PDF]
Sci Rep, 2019 Bordeu I +5 more
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