Probabilistic Analysis on Time to Recruitment for a Single Grade Man power System when the Breakdown Threshold has Two Components using a Different  Policy of Recruitment

A.Srinivasan; G.Jayalakshmi

Volume : V, Issue : VII, July - 2015

Probabilistic Analysis on Time to Recruitment for a Single Grade Man power System when the Breakdown Threshold has Two Components using a Different Policy of Recruitment

A. Srinivasan, G. Jayalakshmi

Abstract :

 In this paper, the problem of time to recruitment is analyzed for a single grade manpower system using an univariate Max policy of recruitment based on shock model approach. Two mathematical models are constructed and the variance of time to recruitment is obtained when the loss of manpower form a sequence of independent and identically distributed exponential random variables and the eakdown threshold for the maximum loss of manpower has two components. While in Model I, the inter–decision times are independent and identically distributed exponential random variables, in Model II, they are exchangeable and constantly correlated exponential random variables. A different probabilistic analysis is used to derive the analytical result