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Assume that 45 girls who want to lose weight are available to participate in the experiment. The girls are randomly assigned to the three diets with the restriction that 15 girls are assigned to each diet. The layout for the experiment is shown in Figure 1.2. A comparison of the layout in this gure with that in Figure 1.1 for a t independent-samples design reveals that they are the same except that the completely randomized design has three treatment levels. The t independent-samples design can be thought of as a special case of a completely randomized design. When p is equal to two, the layouts and randomization plans for the designs are identical. Thus far I have identi ed the null hypothesis that the researcher wants to test, 1 = 2 = 3 , and described the manner in which the participants are assigned to the three treatment levels. In the following paragraphs I discuss the composite nature of an observation, describe the classical model equation for a CR-p design, and examine the meaning of the terms treatment effect and error effect. An observation, which is a measure of the dependent variable, can be thought of as a composite that re ects the effects of the (a) independent variable, (b) individual characteristics of the participant or experimental unit, (c) chance uctuations in the participant s performance, (d) measurement and recording errors that occur during data collection,

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Hopkinson, R, 361, 367 Hopkins-Price, P, 590 Horn, R, 169, 205, 206 Horn, T S, 67, 68, 69, 113, 115, 116, 117, 120, 121, 123, 645, 647, 649, 654, 687, 688, 690, 691, 693, 694, 695, 698, 702 Horne, C, 501 Horne, T, 119 Horner, M S, 828 Hornslien, K, 587, 588 Horodyski, M, 412 Horsfall, J L, 313 Horst, S J, 60 Horstman, D H, 563 Horton, S, 185 Horvat, M, 845, 847 Horwood, L J, 316 Hoshiyama, M, 89 H , M, 251, 257, 458, 459 Hostager, T J, 276 Hotz, S B, 524, 526 Hough, D O, 357, 360, 870 Houlfort, N, 73 Housh, T J, 85 Housner, L D, 218 Houx, P J, 495 Hovell, M F.

, 514, 517, 544 Howard, D, 696 Howard, K I, 321 Howard, M O, 609 Howarth, C, 212 Howe, B L, 296 Howe, M, 174, 720 Howell, D C, 382, 749 Hox, J J, 811 Hoyle, R H, 694, 775, 779 Hrebickova, M, 648, 649, 650 Hristovski, R, 231 Hrycaiko, D, 298, 299, 851 Hsieh, C C, 492 Hu, L, 150, 780, 785 Huang, K, 369 Hubbard, A W, 203 Huber, B, 581, 582 Huber, J, 481 Hubner, J J, 500, 545, 786 Hudson, J, 142, 145, 148, 315, 356, 361 Huebner, E S, 699, 702 Hueze, J P, 802, 808, 809, 810, 816 Hugh, M, 705 Hughes, K M, 85 Hughes, M, 863 Huguet, N, 513 Huhman, M, 512 Huizinga, J.

area to the backbone and to summarize its area topology information (for all areas that it connects to) to the backbone area, where it is received by other ABRs to be included in their tables. ABRs also receive other area summaries from the backbone and propagate this to their areas. ABRs are part of the backbone area; therefore, ABRs belong to a minimum of two areas: their own and the backbone area. If there is only one area in the AS (the backbone area), there are no ABRs. Since an ABR belongs to two or more areas, it has a separate database for each area to which it belongs. It also executes a single copy of the routing algorithm for each area to which it belongs. For a typical ABR, it maintains connections to its area and to the backbone area. For its area, it receives flooded LSAs that are within its area and maintains a synchronized database for the area. The other copy of the algorithm runs for the attachment to the backbone. ABRs do not flood learned information about its area to the backbone. It summarizes this information using summary link advertisements. These advertisements are pushed to other ABRs on the backbone, allowing those areas to learn about each other without directly participating in the backbone s routing advertisements (remember, the backbone is a real area, too!). Since, area reachability information is propagated only over the backbone area, every area must touch the backbone through the use of an ABR. An area is not allowed to be segmented from the backbone. A special condition does exist to allow an area to be extended off an area that is not the backbone through a concept known as a virtual link.

, 666 Hultquist, C N, 521 Hume, J, 621 Hume, K M, 416 Hume, P A, 395 Humpel, N, 518 Hung, C, 102 Hung, T, 84, 93, 100, 102 Hunkin, M H, 255 Hunt, E, 113, 114, 115, 116 Hunt, J R, 404 Hunt, N, 31, 43, 45 Hunt, V V, 48, 102 Hunter, G, 316, 499, 599 Hunter, J A, 862 Hunter, J E, 812 Hunter, R, 314 Huotilainen, M, 225 Huppert, F, 495 Hutchins, E, 266, 268, 271, 273, 277, 278 Hutchinson, J C, 560, 566, 569, 570, 573 Hutter, R I, 168, 171 Hutzler, Y, 846 Huys, R, 167, 169, 170, 171, 172, 206, 216, 224, 229, 238, 245 Hyde, J S, 827 Hyman, R, 210 Iacono, W G.

, 316 Ickes, W, 515 Ickovics, J R, 414, 416, 417 Ievleva, L, 414 Imamura, H, 121 Imanaka, K, 435 Imber, G, 431 Inciardi, J A, 868 Ingledew, D, 62, 70, 71, 548 Ingram, R E, 312 Inui, A, 481 Iordanoglou, D, 121 Ireland, M, 864 Irwin, C M, 276 Irwin, M L, 493, 590 Isaac, A R, 296 Isaacs, K R, 473, 497 Isberg, L, 121, 126 Ishii, M, 256 Ishii, S, 600 Iso-Ahola, S E, 93 Isogai, H, 149 Isosaari, R M, 501 Iven, V G, 316 Ives, J C, 300 Ivry, R I, 336 Iwasaki, J, 603 Iwasaki, Y, 66 Iyengar, S S, 76 Izard, C E, 32, 651, 652, 653 Jack, R.