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American Heritage Dictionary (1982) Boston: Houghton Mif in American Psychological Association (1992) Ethical principles of psychologists and code of conduct American Psychologist, 47, 1597 1611 Applebaum, P S (1985) Tarasoff and the clinicians: Problems in ful lling the duty to protect American Journal of Psychiatry, 142, 425 429 Applebaum, P S (1988) The new preventive detention: Psychiatry s problematic responsibility for the control of violence American Journal of Psychiatry, 145, 779 785 Baldwin, M, & Watts, B (1996) A survey of graduate education and training experiences in psychology and law American Psychology and Law Society News, 16, 10 11 Ballew v Georgia, 435 US 223 (1978) Barefoot v Estelle, 463 US 880 (1983) Bartol, C R, & Bartol, A M (1999) History of forensic psychology In A K Hess & I B Weiner (Eds), The handbook of forensic psychology (2nd ed, pp 3 23).



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The art of signaling: fty years of coding theory IEEE Trans Inf Theory, pages 2561 2595, Oct 1998 [83] A R Calderbank and P W Shor Good quantum error-correcting codes exist Phys Rev A, pages 1098 1106, 1995 [84] A Carleial Outer bounds on the capacity of the interference channel IEEE Trans Inf Theory, IT-29:602 606, 1983 [85] A B Carleial A case where interference does not reduce capacity IEEE Trans Inf Theory, IT-21:569 570, 1975 [86] G Chaitin Information-Theoretic Incompleteness World Scienti c, Singapore, 1992 [87] G J Chaitin On the length of programs for computing binary sequences J ACM, pages 547 569, 1966..

Figure 15.15 Systems.)





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New York: Wiley Bellotti v Baird, 428 US 132 (1979) Bersoff, D N (1986) Psychologists and the judicial system: Broader perspectives Law and Human Behavior, 10, 151 165 Bersoff, D N (1987) Social science data and the Supreme Court: Lockhart as a case in point American Psychologist, 42, 52 58 Bersoff, D N (1999) Preparing for two cultures: Education and training in law and psychology In R Roesch, S D Hart, & J R P Ogloff (Eds), Psychology and law: The state of the discipline (pp 375 401) New York: Kluwer Academic/Plenum Press Bersoff, D N, Goodman-Delahunty, J, Grisso, T, Hans, V P, Roesch, R, & Poythress, N G (1997) Training in law and psychology: Models from the Villanova conference American Psychologist, 52, 1301 1310 Binet, A (1900) La suggestibilite Paris: Schleicher Binet,A (1905) La science du termoignage.

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(e) Now consider random coding for the channel, as in the proof of the channel coding theorem Assume that 2nR codewords X n (1), X n (2), , X n (2nR ) are chosen uniformly over the 2n possible binary sequences of length n One of these codewords is chosen and sent over the channel The receiver looks at the received sequence and tries to nd a codeword in the code that is jointly typical with the received sequence As argued above, this corresponds to nding a codeword X n (i) such that Y n X n (i) A(n) (Z) For a xed codeword x n (i), what is the probability that the received sequence Y n is such that (x n (i), Y n ) is jointly typical (f) Now consider a particular received sequence y n = 000000 0, say.

0.017 0.105 0.427

L Annee Psychologique, 11, 128 137 Bowers v Hardwick, 106 S Ct 2841 (1986) Brigham, J C (1999) What is forensic psychology, anyway Law and Human Behavior, 23, 273 298 Brigham, J C, Wasserman, A W, & Meissner, C A (1999) Disputed eyewitness identi cation evidence: Important legal and scienti c issues Court Review, 36(2), 12 25..

Assume that we choose a sequence X n at random, uniformly distributed among all the 2n possible binary n-sequences What is the probability that the chosen sequence is jointly typical with this y n [Hint: This is the probability of all sequences x n such that y n x n A(n) (Z)] (g) Now consider a code with 29 = 512 codewords of length 12 chosen at random, uniformly distributed among all the 2n sequences of length n = 25 One of these codewords, say the one corresponding to i = 1, is chosen and sent over the channel As calculated in part (e), the received sequence, with high probability, is jointly typical with the codeword that was sent.

12 All the GPS codes are well known and quite easily reproducible. Nevertheless, the P code is 37 weeks long and the GPS sequence is limited to one week (it is reset each Saturday midnight to a new value). So, knowing the starting point is crucial; only authorized people have access to this fundamental piece of information.

(20.18)

What is the probability that one or more of the other codewords (which were chosen at random, independent of the sent codeword) is jointly typical with the received sequence [Hint: You could use the union bound, but you could also calculate this probability exactly, using the result of part (f) and the independence of the codewords] (h) Given that a particular codeword was sent, the probability of error (averaged over the probability distribution of the channel and over the random choice of other codewords) can be written as Pr(Error|x n (1) sent) =.

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