Consider a system consisting of N components, all working independent of each other, and with life spans of each component exponentially distributed with mean λ−1
. When a component breaks down, repair of the component starts immediately and independent of whether any other component has broken down. The repair time of each component is exponentially distributed with mean μ−1
. The system is in state n at time t if there are exactly n components under repair at time t
"(4.2) Determine the intensity matrix and Find the
stationary initial distribution.