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Evaluating equation (7.7) would seem to require eight multiplications and seven additions (plus a scaling by a half). However, by making use of the symmetrical properties of the cosine function this can be simpli ed to: F2 = 3 1 + ( f 1 f 2 f 5 + f 6 ). cos ( f 0 f 4 + f 7 f 3 ). cos 2 8 8 3 1 ( f 0 f 4 + f 7 f 3 ). cos 2 8 8 (7.8)

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In thinking about compliance programs, it may be useful to try to conceptualize how they relate to issues of deterrence of occupational fraud. As can be seen from the various sources of guidance, many of them have little or no relevance, other than to set a tone of general and ongoing compliance within the organization. Others, such as those established by the Federal Sentencing Guidelines, are much closer in intent, but may also include things such as illegal environmental dumping, trade practices, or the paying of bribes to gain additional business. As we have seen in our discussion of definitions, many of these acts would meet one or more definitions of white-collar crime or economic crime, but they are not directly on point with controlling or detecting fraud in the workplace. David Crawford, in discussing how his organization, the University of Texas System Audit Office, went about implementing the requirements of COSO s Internal Control Integrated Framework, addressed the issuance of redundancy between compliance audits and controls audits. He notes:

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example, one may reduce the output of a plant during the winter and spring to delay a summertime refueling outage Nuclear fuel is packed into the core in units called assemblies As power is produced, the concentration of U-235 in each assembly is reduced Refueling requires replacement of the depleted assemblies, those in which the concentration of U-235 is too low for sustained reaction Assemblies are packed into the core in cycles One-fourth of the assemblies are replaced each refueling period Aside from replacing depleted assemblies, other assemblies are reshuf ed to different cell locations during refueling Reshuf ing of assemblies is done to ensure even heating throughout the core This requires that the rods with similar U-235 concentrations are scattered throughout the core Disposal and Environmental Concerns The spent fuel is stored at an on-site facility The material is radioactive and includes plutonium.

Fission continues to occur at a rate that generates heat; the rods are therefore placed in a water reservoir Currently there is no permanent solution for managing spent fuel in the US It is hoped that a permanent storage location will become available for receiving radioactive waste Indeed, Yucca Mountain in Nevada has been identi ed as a desirable location because it provides a geologically stable environment Because of political opposition, this has not yet come about The main environmental concern associated with nuclear power generation is the management of radioactive waste It should be noted that nuclear power produces no toxic emissions or greenhouse gasses The balance of risk between nuclear waste management, toxic emissions, and greenhouse gas emissions is central to the policy debate concerning the future of nuclear energy Remark There are other nuclear reactor designs aside from that presented above.

The densities and hazard functions for both passages, 1 3 and 1 4, and the overall time to absorption are presented in Figure 7.24. PH models are also used to model absorption times for situations involving arbitrary initial states. Flowgraph models can be used in the same context but allow the use of arbitrary waiting time distributions with ease. Often, we are interested in the time to absorption starting in a state other than the initial state. For example, in the HIV progression example of Section 7.2, a patient diagnosed with AIDS may already be experiencing pre-AIDS symptoms. In that case, the relevant quantities of interest would be the waiting times to full-blown AIDS or death (i.e., the waiting times 3 4 or 3 5 in the owgraph of Figure 7.2). Similar quantities can be computed for the retinopathy owgraph of Figure 7.4. The next example considers computing such quantities for a birth and death process over states 1, 2, . . . , 6 with an absorbing end state, 6. Example 7.3: Birth and Death Process. Figure 7.25 presents a owgraph model for a birth and death process with an absorbing end state, 6. We use this to demonstrate the effect of starting in arbitrary initial states. For illustration of PH

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