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In addition, owgraphs allow nonexponential waiting times, extending the practical application of PH distributions (cf Huzurbazar, 1999) In this section we present three examples of models whose analysis is based on exponential PH distributions The rst involves the Coxian model The second is a model with multiple exits PH distributions also arise in processes that have arbitrary initial states, and these processes are also amenable to owgraph modeling The last example illustrates this for a birth and death process The owgraph analysis allows all of these to have nonexponential waiting times Example 71: Coxian Model A Coxian model (cf Cox, 1955) is a series model with transitions to the next state as well as transitions to the end state The owgraph representation of a Coxian model using the progress of recovery of bone marrow transplant patients is shown in Figure 721.

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The monopoly again sets marginal revenue equal to marginal cost to find the optimal output level, qm1. But because of weaker demand, the monopoly operates at a loss represented by the area of the shaded rectangle. One way to see that the shaded rectangle gives a loss is to compare the total revenue rectangle with the total cost rectangle, as we do for Figure 12-2 in the previous section. In this case, the total cost rectangle exceeds the total revenue rectangle by the amount of the shaded rectangle. To understand where the loss comes from in a different way, compare the monopoly s average total cost per unit with the price per unit it gets when producing and selling at output level qm1. At that output level, the price per unit, pm1, is found by starting on the horizontal axis at qm1 and then going up vertically to the demand curve. As you can see, you have to go up even farther to get to the ATC curve, meaning that the average total cost per unit to make qm1 units exceeds the price per unit you get from selling these units. This fact implies that the firm loses money producing at output level qm1. As we show in 10, a firm in such a situation can t do any better. That is, any other output level besides qm1 produces an even bigger loss. If the monopoly can t work out a way to reduce costs or increase demand, it s quickly going bankrupt.

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Bone marrow transplants are used for acute leukemia A patient begins in state 1 with transplant After transplant, the patient s platelet count may return to normal levels, state 2 (platelet recovery), or the patient may experience relapse or death, state 4 From state 2, the patient can progress to state 3, acute or chronic graft versus host disease (acute gvhd), or again experience a relapse or death, state 4 From state 3, the.

TABLE 9.3 Carrier Frequency Stability Requirements Satis ed Requirement for L1 Santa Paula prototyping Oct. 10, 1997, POR Dec. 1, 1997, AOR-W Clarksburg prototyping Mar. 20, 1998 1 s, <5 10 11 4:52 10 11 3:93 10 11 4:92 10 11 10 s, <5 10 11 5:32 10 12 4:5 10 12 4:73 10 12

2 1 0 12 4 169 1 34 6782 17 2 4 1 8 4 3 20 3 72 34 12

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In order to make sense of the demands falling on criminal justice practitioners and their capabilities to cope, it is important to present an analysis of the changing environment in which they work Change, and the management of change, in criminal justice organisations can be stressful in themselves (Audit Commission, 2001) The Commission notes that change can result in adverse impacts on staff morale, dif culties for staff to maintain quality of service delivery whilst responding to new demands, greater levels of public expectation and scrutiny of criminal justice practitioners actions (Audit Commission, 2001) They comment that senior managers face dif cult challenges in managing people and resources Similar pressures can be found elsewhere The Correctional Service of Canada (not dated), for example, observe that changes in management principles mean that senior members of staff are expected to manage rather than operate a command and control system.

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