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Obtain the maximum possible element spacing for a linear array scanning to 60 with no grating lobe in the visible region. Given that the solution for the equation sin x/x = 1/ 2 is x = 1 39, prove the bandwidth relation in (1.65). For a = 0 /4, show that the visible region lies on the right-half segment of the Schelkunoff s unit circle. Locate the zeros of Schelkunoff s polynomial on the unit circle for a uniform distribution and with N = 5 a = 0 6 0 . From the null locations, estimate the side-lobe peak locations and the corresponding SLRs.

There is considerable literature on improving these na ve intervals reviewed in Davison and Hinkley (1997), and others Unfortunately, a typical 95% con dence interval may not cover the true parameter with the coverage probability of 095 Before we consider a Sharpe ratio application, we need to explain the idea of rst-order correct con dence intervals in the general context Consider a standard statistic similar to the sample mean or a regression coef cient b that estimates b with the standard error S Now the quantity q = (b - b)/S is pivotal, in the sense that its distribution does not depend on the unknown parameter b Under normality of regression errors, q has the well-known t distribution leading to the usual con dence intervals.

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1. Randall Poe and Carol Lee Courter, You Can Go Home Again, Across the Board (January 1998), p. 7. 2. Consultants Claim Demand Is on the Up, Global Computing Services (August 1, 2003), pp. 3 4. 3. Jerome Barthelemy, The Seven Deadly Sins of Outsourcing, Academy of Management Executive 17, no. 2 (2003), pp. 87 100. 4. Sung Kim and Young-Soo Chung, Critical Success Factors for IS Outsourcing Implementation from an Interorganizational Relationship Perspective, Journal of Computer Information Systems (Summer 2003), pp. 81 90. 5. Must Provisions to Consider for Your Outsourcing Contracts, Supplier Selection and Management Report (October 2003), pp. 10 12. 6. Farok J. Contractor, A Generalized Theorem for Joint Venture and Licensing Negotiations, Journal of International Business Studies (Summer 1985), pp. 23 50.

and Go: De ning Your Measurement Strategy . . . . . . . . . . . . . . . . . . . . . . . .42 25 tips for putting data to work . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 44 Seeing GETUP in action . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 48 Overcoming common obstacles . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 55

We wish to relax the normality assumption, the simple bootstrap con dence intervals that are rst-order correct, meaning correct to order (1/ T ) when T is the sample size For further improvements, we need further adjustments to make sure that it covers the unknown parameter with the correct coverage probability of 095 Since the Sharpe ratio of (937) and Treynor index have random denominators, Vinod and Morey (2000) argue that their sampling distribution is nonstandard and recommend studentized bootstrap and double bootstrap methods The following two subsections brie y describe the key ideas behind them Studentized Bootstrap (boot-t) Studentized bootstrap (boot-t) is implemented as follows: The rst step is to convert the J = 999 bootstrap resampled values into a studentized scale by subtracting the mean and dividing by the standard deviation of the J resampled values.

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systems the processes serve as units of protection and resource allocation within hardwareprotected address spaces. Similarly, the threads serve as units of execution that run within a process address space shared by other threads:

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