Computation of random time-shift distributions for stochastic population models. [PDF]
J Math BiolMorris D, Maclean J, Black AJ.
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Subcritical Sevastyanov branching processes with nonhomogeneous Poisson immigration. [PDF]
J Appl Probab, 2017 Hyrien O, Mitov KV, Yanev NM.
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What can be observed in real time PCR and when does it show? [PDF]
J Math Biol, 2018 Chigansky P, Jagers P, Klebaner FC.
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Modelling the spread of two successive SIR epidemics on a configuration model network. [PDF]
J Math BiolBall F, Lashari AA, Sirl D, Trapman P.
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On the Quasi-Stationary Distribution for Some Randomly Perturbed Transformations of an Interval
, 1997 We consider a Markov chain X ffl n obtained by adding small noise to a discrete time dynamical system and study the chain's quasi-stationary distribution (qsd). The dynamics is given by iterating a function f : I !
Ofer Zeitouni +2 more
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Bidirectional sliding of two parallel microtubules generated by multiple identical motors. [PDF]
J Math Biol, 2019 Allard J, Doumic M, Mogilner A, Oelz D.
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The Distribution of Family Sizes Under a Time-Homogeneous Birth and Death Process. [PDF]
Commun Stat Theory Methods, 2010 Moschopoulos P, Shpak M.
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Normalizing constants for branching processes in random environments (B.P.R.E.)
Normalizing constants are obtained for B.P.R.E. such that the limiting random variable is finite almost everywhere and is zero only on the extinction set of the process w.p.1.
Tanny, David
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Limiting Distributions for Multitype Branching Processes. [PDF]
Stoch Anal Appl, 2010 Yakovlev AY, Yanev NM.
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A general multi-scale description of metastable adaptive motion across fitness valleys. [PDF]
J Math BiolEsser M, Kraut A.
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