TY - BOOK

AU - Nåsell, Ingemar

TI - Extinction and quasi-stationarity in the stochastic logistic SIS model

PB - Springer

SN - 3642205291

SN - 9783642205293

KW - Population biology Mathematical models

KW - Relicts (Biology) Mathematical models

KW - Stochastic models

KW - Biomathematics

KW - Geburt-Tod-Prozess Mathematik

KW - Quasistationärer Zustand

PY - 2011

N2 - Literaturverz. S. 195 - 198

N2 - IntroductionModel formulation -- Stochastic process background -- The SIS model: first approximations of the quasi-stationary distribution -- Some approximations involving the normal distribution -- Preparations for the study of the stationary distribution p¹ of the SIS model -- Approximation of the stationary distribution p¹ of the SIS model -- Preparations of the stationary distribution p⁰ of the SIS model -- Approximation of the stationary distribution of p⁰ of the SIS model -- Approximation of some images under [psi] for the SIS model -- Approximation of the quasi-stationary distribution q of the SIS model -- Approximation of the time to extinction for the SIS model -- Uniform approximations for the SIS model -- Thresholds for the SIS model -- Concluding comments -- Notation -- A maple module for numerical evaluations.

N2 - Introduction -- Model formulation -- Stochastic process background -- The SIS model: first approximations of the quasi-stationary distribution -- Some approximations involving the normal distribution -- Preparations for the study of the stationary distribution p¹ of the SIS model -- Approximation of the stationary distribution p¹ of the SIS model -- Preparations of the stationary distribution p⁰ of the SIS model -- Approximation of the stationary distribution of p⁰ of the SIS model -- Approximation of some images under [psi] for the SIS model -- Approximation of the quasi-stationary distribution q of the SIS model -- Approximation of the time to extinction for the SIS model -- Uniform approximations for the SIS model -- Thresholds for the SIS model -- Concluding comments -- Notation -- A maple module for numerical evaluations.

BT - Lecture notes in mathematics ; 2022 ; Mathematical biosciences subseries

CY - Heidelberg

UR - http://slubdd.de/katalog?TN_libero_mab2

ER -