An algebraic proof of the threshold theorem for the general stochastic epidemic

1 January 1971

journal article
Published by Cambridge University Press (CUP) in Advances in Applied Probability

Vol. 3 (02) , 223
https://doi.org/10.1017/s0001867800037897

Abstract

Bailey (1957) has considered the general stochastic epidemic with relative removal rate ρ, one initial infective and n susceptibles. His Equation (5.51) may be re-cast as where the f_k satisfy the recurrence relationship

Keywords

THRESHOLD
THEOREM
ALGEBRAIC PROOF
BAILEY
CAST
SATISFY
REMOVAL

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