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New Brunswick, NJ: Rutgers University Press Finison, L J (1976) Unemployment, politics, and the history of organized psychology American Psychologist, 31(11), 747 755 Finison, L J (1986) The psychological insurgency: 1936 1945 Journal of Social Issues, 42(1), 21 33 Fraser, C, & Foster, D (1984) Social groups, nonsense groups and group polarization In H Tajfel (Ed), The social dimension: European developments in social psychology (Vol 2, pp 473 497) Cambridge, England: Cambridge University Press Fremont-Smith, F (1950) Introductory discussion In H von Foerster (Ed), Cybernetics: Circular causal, and feedback mechanisms in biological and social systems (pp 9 26) New York: Josiah Macy Jr Foundation Friedan, B (1963) The feminine mystique New York: Norton Frumkin, R M (1958) Social psychology In J S Rouiek (Ed), Contemporary sociology (pp 270 285) New York: Philosophical Library Furby, L (1979) Individualistic bias in studies of locus of control In A.

4.4 LOWER BOUNDS Graph multicoloring is well known to be NP-hard for arbitrary graphs. Mcdiarmid and Reed showed that it is also NP-hard to multicolor a hexagon graph with reuse distance 2 [35]; the proof can be adapted for other values of reuse distance as well. It is also known that multicoloring unit disk graphs is NP-hard; see for example, [12]. Janssen and Kilakos [17] showed that for a k-colorable graph, any nonrecoloring algorithm has competitive ratio at least k, and any 1-local recoloring algorithm has competitive ratio at least k/2. As mentioned earlier, the clique bound (G, w) is always a lower bound on the minimum number of channels needed to multicolor (G, w) [10]. Another lower bound is provided by odd cycles. Since the maximum size of an independent set in an n-node odd cycle is (n 1)/2, any color can be assigned to at most (n 1)/2 nodes. Therefore, the minimum number of channels needed for an odd cycle with n nodes and reuse distance 2 is at least 2W/(n 1) colors, where W is the sum of weights of all nodes in the cycle. Thus, a 9-cycle with equal weight on all nodes requires at least 9 (G, w)/8 channels, and in fact this number suffices. Since the smallest odd cycle that is a hexagon graph is of length 9, no algorithm for channel assignment with reuse distance 2 can guarantee using less than

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Adams, J. S. (1965). Inequity in social exchange. In L. Berkowitz (Ed.), Advances in experimental social psychology (Vol. 1, pp. 267 299). New York: Academic. Allport, G. W. (1961). Pattern and growth in personality. New York: Holt, Rinehart, and Winston. Aronson, E., Brewer, M., & Carlsmith, J. M. (1985). Experimentation in social psychology. In G. Lindzey & E. Aronson (Eds.), The handbook of social psychology: Vol. 1. Theory and method (3rd ed., pp. 441 486). New York: Random House. Bandura, A. (1977). Social learning theory. Englewood Cliffs, NJ: Prentice-Hall. Bandura, A. (1991). Social cognitive theory of moral thought and action. In W. M. Kurtines & W. M. Gewirtz (Eds.), Handbook of moral behavior and development: Vol. 1. Theory (pp. 45 103). Hillsdale, NJ: Erlbaum.

A hash function is a one-way function. Therefore, it is critical that there is little chance that two random messages will hash to the same value, which would make it easy for someone to defeat the algorithm. This becomes clearer when you consider that passwords are usually protected with a hash. When you enter your password, the value is hashed and compared with the output of the encrypted password that your system stores. If the values match, you are allowed access. To obtain your password I just have to guess a value that hashes to the same encrypted value.

R Buss (Ed), Psychology in social context (pp 169 190) New York: Irvington Furner, M O (1975) Advocacy and objectivity: A crisis in the professionalization of American social science Lexington: University of Kentucky Press Gadlin, H, & Rubin, S (1979) Interactionism In A R Buss (Ed), Psychology in social context (pp 213 238) New York: Irvington Gergen, K (1973) Social psychology as history Journal of Personality and Social Psychology, 26, 309 320 Gergen, K (1979) The positivist image in social psychological theory In A R Buss (Ed), Psychology in social context (pp 193 212) New York: Irvington Gergen, K (1994) Realities and relationships Cambridge, MA: Harvard University Press Gibb, C A (1954) Leadership In G Lindzey (Ed), Handbook of social psychology (Vol 11, pp 877 920) Cambridge, MA: Addison-Wesley..