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where (a) follows from the fact that Xi is a function of W and the past Yi s, and Z i 1 is Y i 1 X i 1 , (b) follows from Yi = Xi + Zi and the fact that h(X + Z|X) = h(Z|X), and (c) follows from the fact Zi and (W, Y i 1 , X i ) are conditionally independent given Z i 1 . Continuing the

Click Yes to extend the span the required number of frames. Click No to keep the span at its current size. Frames in the imported clip that exceed the

Figure 22-6: VBA code produced this list of all CommandBar objects. Sub ShowCommandBarNames() Dim Row As Integer Dim cbar As CommandBar Cells.Clear Row = 1 For Each cbar In CommandBars Cells(Row, 1) = cbar.Index Cells(Row, 2) = cbar.Name Select Case cbar.Type Case msoBarTypeNormal Cells(Row, 3) = Toolbar Case msoBarTypeMenuBar Cells(Row, 3) = Menu Bar Case msoBarTypePopUp Cells(Row, 3) = Shortcut End Select Cells(Row, 4) = cbar.BuiltIn Row = Row + 1 Next cbar End Sub

early structured psychiatric intervention, coping, and affective state on recurrence and survival 6 years later Archives of General Psychiatry, 50, 681 689 Fawzy, F I, Kemeny, M E, Fawzy, N W, Elashoff, R, Morton, D, Cousins, N, et al (1990) A structured psychiatric intervention for cancer patients Archives of General Psychiatry, 47, 729 735 Felten, D L, Ackerman, K D, Wiegand, S J, & Felten, S Y (1987) Noradrenergic sympathetic innervation of the spleen: I Nerve bers associate with lymphocytes and macrophages in speci c compartments of the splenic white pulp Journal of Neuroscience Research, 18(1), 28 36 Felten, D L, Felten, S Y, Carlson, S L, Olschowka, J A, & Livnat, S (1985) Noradrenergic and peptidergic innervation of lymphoid tissue Journal of Immunology, 135(Suppl 2), 755 765 Felten, S Y, & Olschowka, J A (1987).

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Noradrenergic sympathetic innervation of the spleen: II Tyrosine hydroxylase (TH)-positive nerve terminals form synapticlike contacts on lymphocytes in the splenic white pulp Journal of Neuroscience Research, 18(1), 37 48 Futterman, A D, Kemeny, M E, Shapiro, D, & Fahey, J L (1994) Immunological and physiological changes associated with induced positive and negative mood Psychosomatic Medicine, 56, 499 51 1 Futterman, A D, Wellisch, D K, Zighelboim, J, Luna-Raines, M, & Weiner, H (1996) Psychological and immunological reactions of family members to patients undergoing bone marrow transplantation Psychosomatic Medicine, 58(5), 472 480 Garssen, B, & Goodkin, K (1999) On the role of immunological factors as mediators between psychosocial factors and cancer progression Psychiatry Research, 85(1), 51 61 Glaser, R, & Kiecolt-Glaser, J K (1997) Chronic stress modulates the virus-speci c immune response to latent herpes simplex virus type 1.

Latin square: b1 is less than 15 pounds, b2 is 15 to 25 pounds, and b3 is more than 25 pounds. The advantage of being able to isolate two nuisance variables comes at a price. The randomization procedures for a Latin square design are more complex than those for a randomized block design. Also, the number of rows and columns of a Latin square must each equal the number of treatment levels, which is three in the example. This requirement can be very restrictive. For example, it was necessary to restrict the continuous variable of the amount by which girls are overweight to only three levels. The layout of the LS-3 design is shown in Figure 1.7.

Figure 5.16 Shape of distributions and common transformations to produce normality. Reprinted with permission of Tabachnick and Fidell (2001b), Using multivariate statistics (Boston: Allyn and Bacon).

2m/k + 2 log k 2 time slots, with no station being awake for more than 2 log m/k + 2 log k = 2 log m time slots. To summarize, we have proved the following result. Lemma 4.2 Assuming that the n (n m) stations of a single-hop, k channel radio network have unique IDs in the range [1, m], the prefix sums problem can be solved in 2m/k + 2 log k 2 time slots, with no station being awake for more than 2 log m time slots. The next result specializes Lemma 4.2 to the case of a single-hop, k channel radio network with at most k stations with distinct IDs in the range [1, k]. Corollary 4.3 Assuming that the k stations of a single-hop, k channel radio network have unique IDs in the range [1, k], the prefix sums problem can be solved in 2 log k time slots.