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Array Chandrasekhar filter for constant models. We present first the array form of the Chandrasekhar filter. Its derivation relies on the same kind of arguments used in the body of the chapter while deriving the fast array RLS method. For this reason, we shall be brief. Once the array method is presented, the reader will be able to recognize the close similarity between the RLS and Kalman filtering domains (by pursuing hob. M 1 ) .6. So assume initially that the model parameters are constant, say, { F , G, HIQ, R } , and introduce the factorization Pi+lli - Pili-1 = &-lSL~li.-l, where .&.l is n x a , S is an (Y x a signature ~) matrix with as many f l ' s as (pi+lli - P i ~ i - has positive and negative eigenvalues. Moreover, a = rank(Pi+lli - Pili-1). The array algorithm follows by forming the pre-array



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This dispersive spectrometer is the second of the two classes mentioned by Girard in the quote at the beginning of this chapter; it maps the 1D spectral signal onto a parallel 1D array of pixels. If hl(x) is suitably compact, then gn is a spatial image of the spectral density. As discussed 7, gn are samples of the continuous function g(x). Assuming that aliasing and interpolation issues are managed as discussed in 7, the spectrometer measures a image of S(l ) with system transfer function ^l (u) ^ Lu ^ Lu ^ Lu h p h t F F F (9:6)

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Since Holmes conducted the first football investigation, at least 40 studies have examined the relationship of life stress to athletic injury risk In our systematic review of the literature, we found that approximately 85% of the studies found some correlation between life event stress and injury (eg, Andersen & Williams, 1999; Byrd, 1993; Falkstein, 2000; Fawkner, 1995; Ford, Eklund, & Gordon, 2000; Kolt & Kirkby, 1996; Meyer, 1995; Noh, Morris, & Andersen, 2005; Patterson, Smith, & Everett, 1998; F Perna & McDowell, 1993; Petrie, 1993a, 1993b; Smith, Ptacek, & Patterson, 2000; Thompson & Morris, 1994; Van Mechelen et al, 1996; Williams & Andersen, 1997), but some researchers (eg, Lavallee & Flint, 1996; Petrie & Stoever, 1995; Rider & Hicks, 1995) did not find the correlation.

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The best evidence for a relationship between life event stress and injury involved football (six studies), but similar findings occurred across other sports as diverse as Alpine skiing, race walking, figure skating, baseball, gymnastics, soccer, field hockey, wrestling, and track and field Overall, the risk of injury increased in direct relationship to the level of life event stress Williams and Roepke s 1993 review concluded that athletes with high life event stress were two to five times more likely to be injured than athletes with low life event stress The reported strength of the life stress-injury relationship, and whether the culprit was negative (NLE), positive (PLE), or total (TLE) life events, varied considerably across studies Although the majority of the studies that distinguished between types of life stress indicated that only the negatively appraised life events put athletes at risk for injury (eg.

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