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Titlebook: Branching Processes and Their Applications; Inés M. del Puerto,Miguel González,Alfonso Ramos Book 2016 Springer International Publishing S

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楼主: solidity
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Branching Structures Within Random Walks and Their ApplicationsThe results about branching structures within random walks will be surveyed at first. Then as an example of application, the stationary distribution of a birth-and-death process with bounded jumps will be calculated explicitly.
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Subcritical Branching Processes in Random EnvironmentThis paper is a survey of some recent results on the asymptotics of the survival probability, limit theorems conditioned on survival or attaining a high level of single-type subcritical branching processes in independent and identically distributed random environments.
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7.1.2.2.3 Electrical resistivity,ng without replacement. Trace their lines of descent back in time till they meet. Call that generation ... In this paper we present results on the exact distribution of .. and its limit as . goes to infinity for the single type discrete case. We consider four cases: explosive (mean infinity), superc
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High Precision Particle Beam Chopperses to 1 fast enough. Under natural assumptions a diffusion approximation is derived when either the offspring or the immigration variances are strictly positive. In the case of asymptotically vanishing offspring variances a fluctuation limit theorem is proved.
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Static Properties of Magnetic Bubbles,ahresb. der Deut. Math.-Ver., vol. 116, pp. 137–152. Springer, Berlin, 2014; Bruss and Duerinckx, Ann. Appl. Probab. 25(1):324–372, 2015), with respect to real world conclusions. At the same, our interest is to attract interest to resource dependent branching processes as a way to model complicated
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Basic Permalloy-Bar Bubble Devices,ast given some environment that in its turn is supposed to be unaffected by the population. Only more recently have birth-and-death and branching processes been considered which allow individual reproduction to be influenced by population size. The first results, due to Klebaner [.], deal with Galto
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Static Properties of Magnetic Bubbles,n is allowed at random time points described by a time-homogeneous Poisson process. In the present paper, we study a model generalized this process along two directions: Sevastyanov’s (Theory Probab Appl 9:577–594, 1964) age-dependent branching process and time-nonhomogeneous Poisson immigration. Th
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Sirshendu Gayen,Milan K. Sanyal,Max Wolffexpected future population age structure a large amount of renewal equations must be solved. This paper presents a numerical approach for projecting the population age structure and solving these renewal equations based on the theory of General Branching Processes. It is shown that the Leslie matrix
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