On the Negative Binomial Convergence in a Class of M-Dimensional Simple Epidemics

On the Negative Binomial Convergence in a Class of M-Dimensional Simple Epidemics

Consider a population which is exposed to m infections, and consist initially of N susceptibles. At each point in time at most one susceptible becomes infective, and only from one cause. This m-dimensional simple epidemic is a stochastic process, (X sub N, 1(t),..., S sub N, m(t), with components co...

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Bibliographische Detailangaben
Hauptverfasser: Lacayo,H, Langberg,Naftali A
Format: Report
Sprache:eng
Schlagworte:
BINOMIALS
Biology
BIOSTATISTICS
CONVERGENCE
DISTRIBUTION FUNCTIONS
EPIDEMIOLOGY
EXPONENTIAL FUNCTIONS
INFECTIOUS DISEASES
POPULATION
Statistics and Probability
STOCHASTIC PROCESSES
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Zusammenfassung:Consider a population which is exposed to m infections, and consist initially of N susceptibles. At each point in time at most one susceptible becomes infective, and only from one cause. This m-dimensional simple epidemic is a stochastic process, (X sub N, 1(t),..., S sub N, m(t), with components counting the number of infectives from the respective causes at time t. Also available as Rept. no. TR-9-AFOSRN.