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The eigenvalues of F have the same interpretation as the poles of the related system _ transfer function, in that the dynamic system x Fx w is stable if and only if the solutions l of det lI F 0 lie in the left half-plane. Example 7.4 Damping and Resonant Frequency for Underdamped Harmonic Resonator. For the dynamic coef cient matrix 0 F R Cspring m P Cdamping S m 1 Q

1.9 GENERATING PERMUTATIONS IN A MINIMAL CHANGE ORDER In this section we consider generating the permutations of {p1 , p2 , . . . , pn } (p1 < < pn ) in a minimum change order. We present one that is based on the idea of adjacent transpositions, and is independently proposed by Johnson [18] and Trotter [39]. It is then simpli ed by Even [14]. In the work by Even [14], a method by Ehrlich is presented, which has constant delay. The algorithm presented here is a further modi cation of the technique, also having constant delay, and suitable as a basis for a parallel algorithm [36]. The algorithm is based on the idea of generating the permutations of {p1 , p2 , . . . , pn } from the permutations of {p1 , p2 , . . . , pn 1 } by taking each such permutation and inserting pn in all n possible positions of it. For example, taking the permutation p1 p2 . . . pn 1 of {p1 , p2 , . . . , pn 1 } we get n permutations of {p1 , p2 , . . . , pn } as follows:

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This emphasis on residuals leads to an emphasis on an iterative process of model building: A tentative model is tried based on a best guess (or cursory summary statistics), residuals are examined, the model is modi ed, and residuals are reexamined over and over again. This process has some resemblance to forward variable selection in multiple regression; however, the trained analyst examines the data in great detail at each step and is thereby careful to avoid the errors that are easily made by automated procedures (cf. Henderson & Velleman, 1981). Tukey (1977) wrote, Recognition of the iterative character of the relationship of exposing and summarizing makes it clear that there is usually much value in tting, even if what is tted is neither believed nor satisfactorily close (p. 7). The emphasis on examining the size and pattern of residuals is a fundamental aspect of scienti c work. Before this notion was rmly established, the history of science was replete with stories of individuals that failed to consider mis t carefully. For example, Gregor Mendel (1822 1884), who is considered the founder of modern genetics, established the notion that physical properties of species are subject to heredity. In accumulating evidence for his views, Mendel conducted a fertilization experiment in which he followed several generations of axial and terminal owers to observe how speci c genes carried from one generation to another. On

Hutchins, RM and Slesinger, D (1928a) Some observations on the law of evidence Spontaneous exclamations Columbia Law Review, 28, 432 440 Hutchins, RM and Slesinger, D (1928b) Some observations on the law of evidence Memory Harvard Law Review, 41, 860 873 Hutchins, RM and Slesinger, D (1928c) Some observations on the law of evidence The competency of witnesses Yale Law Journal, 37, 1017 1028 Hutchins, RM and Slesinger, D (1929a) Some observations on the law of evidence Family relations Minnesota Law Review, 13, 675 686 Hutchins, RM and Slesinger, D (1929b) Some observations on the law of evidence State of mind to prove an act Yale Law Journal, 38, 283 298 Hutchins, RM and Slesinger, D (1929c) Some observations on the law of evidence State of mind in issue Columbia Law Review, 29, 147 157 Hutchins, RM and Slesinger, D (1929d).

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Some observations on the law of evidence Consciousness of guilt Pennsylvania Law Review, 6, 725 740 Hutchins, RM and Slesinger, D (1929e) Legal psychology Psychological Review, 36, 13 26 Kalven, H and Zeisel, H (1966) The American jury Chicago: University of Chicago Press Kaplan, J (1968) Decision theory and the fact nding process Stanford Law Review, 20, 1065 1106 Kaye, D (1979) The Paradox of the Gatecrasher and other stories Arizona State Law Journal, 101 134 Kaye, D (1988a) Introduction: What is Bayesianism In P Tillers and E Green (eds), Probability and inference in the law of evidence: The uses and limits of Bayesianism (pp 1 19) Dordrecht, Netherlands: Kluwer Academic Press Kaye, D (1988b) Plemel as a primer on proving paternity Willamette Law Journal, 24, 867 883 Kaye, D and Koehler, JJ (1991).

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