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Whether or not it is an error, you should delete such cases before continuing Our rst example involved the 25 individual variables described above and in Table 42, as well as the 21 variables.

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As we are about to show, good calls occur quite frequently in Phase 3. To this end, we prove an upper bound on the probability that the call Broadcast(u) fails. Let Z denote the number of stations that transmit in Broadcast(u). Clearly, E[Z] = n/2u. Thus, if u v + 2 then the call Broadcast(u) fails to decrease with probability at most Pr[Z > 1] = Pr Z > 2u E[Z] n 2u E[Z] 2v (from n (from u 2v) v + 2)

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called chunks, broadcasting a chunk from each disk each time, and cycling through all the chunks sequentially over all the disks. A minor cycle is defined as a subcycle consisting of one chunk from each disk. Consequently, data items in a minor cycle are repeated only once. The number of minor cycles in a broadcast cycle equals the least common multiple (LCM) of the relative broadcast frequencies of the disks. Conceptually, the disks can be conceived as real physical disks spinning at different speeds, with the faster disks placing more instances of their data items on the broadcast channel. The algorithm that generates broadcast disks is given below. Broadcast Disks Generation Algorithm { Order the items in decreasing order of access popularities; Allocate items in the same range of access probabilities on a different disk; Choose the relative broadcast frequency rel_ freq(i) (in integer) for each disk i; Split each disk into a number of smaller, equal-size chunks: Calculate max_chunks as the LCM of the relative frequencies; Split each disk i into num_chunk(i) = max_chunks/rel_ freq(i) chunks; let Cij be the j th chunk in disk i; Create the broadcast program by interleaving the chunks of each disk: for i = 0 to max_chunks 1 { for j = 0 to num_disks broadcast chunk Cj,(i mod num_chunks(j)); } Figure 11.1 illustrates an example in which seven data items are divided into three groups of similar access probabilities and assigned to three separate disks in the broad-

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WHY DO AND DON T PEOPLE ACT PROSOCIALLY Addressing the question of why people act prosocially may seem natural and necessary for social psychologists. Indeed, in the eld s rst text William McDougall (1908) made this

Petty, R E, Schumann, D W, Richman, S A, & Strathman, A J (1993) Positive mood and persuasion: Different roles for affect under high- and low-elaboration conditions Journal of Personality and Social Psychology, 64, 5 20 Petty, R E, & Wegener, D T (1991) Thought systems, argument quality, and persuasion In R S Wyer, Jr & T K Srull (Eds), Advances in social cognition (Vol 4, pp 147 161) Hillsdale, NJ: Erlbaum Petty, R E, & Wegener, D T (1993) Flexible correction processes in social judgment: Correcting for context induced contrast Journal of Experimental Social Psychology, 29, 137 165 Petty, R E, & Wegner, D T (1998) Attitude change: Multiple roles for persuasion variables In D T Gilbert, S T Fiske, & G Lindzey (Eds), The handbook of social psychology (Vol 1, pp 323 390) New York: McGraw-Hill Petty, R E.

, & Wegener, D T (1999) The Elaboration Likelihood Model: Current status and controversies In S Chaiken & Y Trope (Eds), Dual-process theories in social psychology (pp 41 72) New York: Guilford Petty, R E, Wells, G L, & Brock, T C (1976) Distraction can enhance or reduce yielding to propaganda: Thought disruption versus effort justi cation Journal of Personality and Social Psychology, 34, 874 884 Petty, R E, Wells, G L, Heesacker, M, Brock, T C, & Cacioppo, J T (1983) The effects of recipient posture on persuasion: A cognitive response analysis Personality and Social Psychology Bulletin, 9, 209 222 Petty, R E, Wheeler, S C, & Bizer, G B (1999) Is there one persuasion process or more Lumping versus splitting in attitude change theories Psychological Inquiry, 10, 156 162 Petty, R E, Wheeler, S C.

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