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In the following JSP, we see a lot of code. This kind of code is typical of JSPs stuck in the Too Much Code or Too Much Data in Session AntiPatterns. You could also see code like this in JSPs using TagLibs stuck in the Ad Lib TagLib AntiPattern. The idea of this refactoring is to encapsulate the data being manipulated in the session into a JavaBean. The following scriptlet is an example of what you might find in your JSPs.

Listing 3.6 (continued)

and band-limited (even though this is not theoretically possible, it is a good approximation in practice). Thus, g x; y will be assumed to be band-limited such 2 that G fx ; fy 0 for fx2 fy2 ! F0 . By the 2-D sampling theorem, g x; y can be sampled as g xm; yn without loss of information if x 1=2F0 and y 1=2F0 . g x; y will also be assumed to be space-limited such that g x; y 0 for 2 x2 y2 ! T0 . By the 2-D sampling theorem with the domains reversed, G fx ; fy can be sampled as G fx m; fy n without loss of information if fx 1=2T0 , fy 1=2T0 . Consider Figure 18.4 in which a polar raster of samples in the Fourier domain is shown [Dudgeon]. On the outermost circle with N projections, the distance between the samples can be estimated as pF0 =N. This distance is assumed to satisfy the same criterion as fx and fy . Thus, pF0 N 1 2T0 18:6-1

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When the motivation for performing a clinical trial is to advance the state of our knowledge, each of the various clinical studies generally bene ts the profession and society. Occasionally the motivation is for political or economic gain, and every eld of medicine has suffered from improperly motivated investigators.3 I believe the best TMD research generally comes from university-based TMD programs, because they have a large pool of TMD patients, enabling them to easily conduct randomized clinical trials. Their faculties are also generally experienced in conducting clinical trials and can help less experienced researchers as problems or questions arise. Access to a good infrastructure (e.g., an IRB, experienced statistician, dental/medical library) is extremely helpful for conducting these studies. Any practitioner with a good pool of TMD patients could use the resources from a university or another institution and perform excellent clinical trials, as I did in the Air Force. Private practitioners interested in participating in clinical research may want to join a practise-based research network in their region. I hope this section provided you with some direction as to how you can seek answers for your burning questions and thoughts to consider when reading reports of clinical trials. Once you eventually obtain the answer to one of your questions, it then takes a great deal of time and motivation to write the manuscript and have it published. I wish you the best in advancing our clinical knowledge in your area of interest, and I am thankful for this opportunity to contribute to your success. REFERENCES

The integrand in (12.44) is the same as in the expectation in the centered case except for the exponential, which will help for large values of t . Let us write Hm as

5 percent drawdown in equity We will seek to answer throughout the remainder of this chapter, but one commonly employed (although incomplete) solution adapted by system developers is to examine the worst drawdown of the backtested period and allow for a drawdown that exceeds this level by 50 percent Based on this reasoning, if the worst drawdown of our backtested history was 20 percent, we should be prepared to endure a 30 percent drawdown and adjust our volumetric position sizing limits accordingly..

Methodology of Longitudinal Surveys Edited by Peter Lynn 2009 John Wiley & Sons, Ltd. ISBN: 978-0-470-01871-2

infrared-active are illustrated in Figure 5.4. The infrared bands of some examples of planar and pyramidal four-atom molecules are shown in Table 5.4. Ligands may also adopt pyramidal and planar structures and the nature of the coordination also affects the resulting infrared bands of these ligands. The ve-atom XY4 molecules and ligands commonly adopt tetrahedral and square-planar shapes. The normal modes of tetrahedral and square-planar XY4 are shown in Figure 5.5. Tetrahedral XY4 molecules show two normal modes that are infrared-active , while the square-planar XY4 molecules show three

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