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What we call modern portfolio theory arises from the work of Harry Markowitz in the early 1950s. (With that date, I m not sure how modern it is, but we are stuck with the name.) As we will see, the payoff from applying modern portfolio theory is that, by combining assets in a portfolio, you can have a higher expected return for a given level of risk; or, alternatively, you can have less risk for a given level of expected return. Modern portfolio theory was designed to deal with equities; so throughout all of this rst part, we are thinking about equities. We switch to loans and other credit assets in the next part.

Climate See When to Go, in chapter 2. Currency Exchange Americans need not bother to exchange their dollars into Bahamian dollars, because the currencies are on par. However, Canadians and Brits will need to convert their money, which can be done at local banks or sometimes at a hotel, though hotels tend to offer less favorable rates. Dentists A reliable dentist is Dr. Larry Bain, Sun Alliance Building, Pioneer s Way, Freeport (& 242/352-8492). Hours are Monday through Wednesday from 8:30am to 5pm and Thursday and Friday from 8:30am to 1pm. Doctors For the fastest and best service, just head to Rand Memorial Hospital (see Hospitals, below).

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This declaration tells the compiler to expect an array x of 20 oating-point numbers, and the compiler will assign suf cient memory to accommodate that array. A more complex declaration provides for a data structure. Such a structure might be, in the C language, struct Date { day int; month int; year int; }; This declaration tells the compiler what to expect in structure Date, but does not assign memory as yet. FLOPS uses data declarations similar to (8.2), but not identical. A typical FLOPS declaration of a data element Region might be declare Region rnum int Area flt Size fzset (Small Medium Large) Xbar flt Xpos fzset (Left Center Right) Ybar flt Ypos fzset (Low Center High); (8:2)

Warning Care should be taken not to accidentally reflect the light beam into the eye during this exercise! To become familiar with confocal optics, construct the confocal reflection optical system shown in Figure 12-6 using common optical components mounted on an I-beam optical bench, a 1 5 mW HeNe laser, and a coin as a specimen. The specimen support plate must be rigid enough so that you can slide a coin or other reflective specimen on its surface without moving the plate. Position the objective lens so that reflections from the coin are refocused at the pinhole aperture (a pinhole

no longer be perfect correlation between the ISO index and the pro t outcomes, resulting in less effective hedging. The decrease in the correlation, Corr(W,B), due to forced outages occurs in other units just as demonstrated in the above case with a baseload unit. The decrease in correlation is minimal for units with low forced outage rates and more signi cant as forced outages rates increase. It is our goal to quantify the affect of the forced outage on the correlation. Some terminology is required. The availability of a unit over a month s time frame is the fraction of the time that the unit is operable. An availability of 1 means that the unit is operable over all hours of the month, even though it may not be dispatched. The availability is a random variable. Assume that the availability is independent of both the baseload ISO index, B, and the future value of the portfolio, W. Then the correlation Corr(W,B) is given by the following formula: Corr(W ,B) = E(Av) where E(Av) is the expected availability, 0 < E(Av) < 1 W1 is the future earnings of the portfolio under the assumption that the unit is always available. In the next subsection we further develop the standard deviation of the future cash ow, SD(W), and re ne the correlation. There it is seen that the expression SD(W 1 ) E(Av) is less than 1 and risk mitigation is more effective when the SD(W ) expression is close to 1. This illustrates an important point. Operations impact the risk of a producer s portfolio, and investing in maintenance to minimize forced outages is a critical element of a risk mitigation strategy. This concept is further developed below. SD(W 1 ) Corr(W 1 ,B) SD(W )

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