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This risk is often measured against some future liability. A pension fund, for example, might need to plan for an increase in pension liabilities based on actuarial projections. An individual investor may plan a series of investments to represent the future funding of his or her children s college tuition. The risk we are talking about here is the risk of coming up short over a speci ed period of time. All of the performance-based risks just mentioned and described in detail throughout the chapter are backward looking. They are based on historical performance as opposed to future projections. As a result, it is important to understand that they are meant to convey probabilities of future behavior based on past behavior. And as we all know, probability does not equal certainty. Performance Disclaimer: Past performance may not be indicative of future results. Most investment rms include a passage similar to this quotation in their marketing materials. While the exact wording may change from rm to rm, the message is the same. When we make an investment in a particular fund or with a particular investment manager/team, we also make assumptions as to the return we might expect over the life of the investment. Risk is the uncertainty that goes along with our return expectations or assumptions. Different asset classes have different return and risk expectations. For example, it has been demonstrated that over the long term small-cap stocks exhibit greater risk (based on the volatility of returns) than do large-cap stocks. As a result, we would demand a greater return from our small-cap investments than our large-cap investments based on the higher level of risk assumed. As a general rule, the higher the expected risk, the higher the expected return should be. Given the choice between two investments

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For each term in this sum it is possible to repeat exactly the same computations as in the proof of Theorem 13.2 to bound P |b1,1 | > t/n and obtain the same bound as there for E[log A 1 ]. This completes the proof. For higher-order moments, one can obtain upper bounds for E (log (A))k , k = 2, 3, . . . in much the same way that we did for k = 1. We consider here the centered case; for smoothed analysis, the situation is similar. Since log (A) 0, we have that E[(log (A))k ] 2k [E{(log+ A )k } + E{(log+ A 1 )k }].

3.68 3.60 3.54 3.47 3.42

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One of the benefits of programming in Java is that it is a strongly typed language. The more accurately you can specify the types of the variables you are using, the more the compiler and runtime can help you. In 11 you saw that XML Schemas enable you to more precisely specify the datatypes. Unfortunately, JAXB can't yet work with XML Schemas, and so you have to add the information in the binding schema. Assigning an element a primitive type In the current example, you might prefer that an <idNumber> be a number and not just a String. Look at the relevant code generated by default for UserStory.java. The variable idNumber is a String:

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It is known that most holograms are redundant, and only a small part of the hologram is suf cient to generate the desired information. If the hologram is to be viewed with the unaided eye, the resolution of image points is determined by the size of the eye lens aperture, which is of the order of several millimeters [Born and Wolf, 1969]. One desires to have as much information as possible in a hologram of this size. When the hologram is recorded with a certain kind of wave, such as acoustical waves or microwaves, and reconstruction is done with another kind of wave, such as

27. Describe the structure of the investment management team. Include the following information: a. Name(s) of key decision maker(s). Be speci c identify the individual(s) who actually make(s) buy and sell decisions. b. Lead portfolio manager. c. Portfolio manager s backup. 28. Do any of the rm s principals and/or key investment professionals have any of their personal assets invested in the fund Please specify how much each investment professional has invested in the fund currently. 29. Have any key investment professionals ever redeemed assets from the fund If so, please explain why. 30. Are any of the rm s principals and/or key investment professionals not currently invested in the fund 31. Do you include noncompete clauses in employee contracts If so, who has signed and how long is the term of the noncompete

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