Markov Quiz 2

The death intensity \( \mu_k \) describes how often new jobs arrive.

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To model the system as a birth-death Markov chain, they assumed that arrivals are Poisson and service times are exponential.

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A stationary solution exists regardless of the arrival and service intensities.

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From any state, the number of jobs can only move up or down by one at a time.

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While in a state, the system waits for both the next arrival and the next service completion, and changes state at whichever happens first.

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