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1. SHANNON , C. E. 1948. A mathematical theory of communication. Bell System Tech. J., 27, 379 423; 623 656. 2. GALLAGER , R. G. 2001. Claude E. SHANNON : A retrospective on his life, work, and impact (invited paper). IEEE Trans Information Theory, IT-47, 2681 2695. 3. COVER , T. M. and THOMAS , J. A. 1991. Elements of information theory. John Wiley: New York. 4. SHANNON , C. E. 1949. Communication in the presence of noise. Proc. IRE, 37, 10 21. 5. MASSEY , J. L. 1985. An information-theoretic approach to algorithms. In J. K. SKWIRZYNSKI , ed. The impact of processing techniques on communications, Series E, No. 91. NATO Advanced Study Institutes: Martinus Nijhoff, Dordrecht. 6. HUFFMAN , D. A. 1952. A method for the construction of minimum redundancy codes. Proc. IRE, 40, 1098 1101. 7. ZIV , J. and LEMPEL , A. 1978. Compression of individual sequences via variable-rate coding. IEEE Trans Information Theory, IT-24, 530 536. 8. WELCH , T. A. 1984. A technique for high-performance data compression. IEEE Comput., 17, 8 19. 9. THOMPSON , T. M. 1983. From error-correcting codes through sphere packings to simple groups. Carus Mathematical Monographs No. 21, Mathematical Assoc. America. 10. VITERBI , A. J. 1967. Error bounds for convolutional codes and an asymptotically optimum decoding algorithm. IEEE Trans Information Theory, IT-13, 260 269. 11. FORNEY , G. D. Jr. 1967. Review of random tree codes. NASA Ames Res. Ctr. Contract NAS2-3637, Final Rep. App. A. 12. JOHANNESSON , R. and ZIGANGIROV , K. Sh. 1999. Fundamentals of convolutional coding. IEEE Press: Piscataway, N.J.

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Similarly, you can find the set of nodes that have the maximum value by choosing those nodes for which there are no nodes with a value more than its value: 83

Mentat Def ined 115 Why Mentats 122 Mentats Have (Hidden) Power 123 Mentats Provide Less Information 124 The Network Mentat 124 The Mentat Reviewer 126 Choose Your Mentat 126 Trust Matters 128 Mentats and the Law of Inertia 129 Mentats and I-Filters 130 Hunter s Second Law Personal and Institutional Conf lict Breaking the Bubble 131 Would Breaking the Bubble Have Saved Cisco 132 Reality Always Wins (in the World Without Secrets and Every where Else) 133 On the Interactions of Laws 133

. D you see those three lines labelled availability and choice knowledge poor ; takes a while to learn the features of new lines ; could be more interested in after sales They hang together so they look like they have something in common. How do they differ from the other two ( takes it all very seriously and too forward in pushing a sale ) What is each set saying about sales staff . Ann and Billie are overall the most effective; that s how you rated them originally. And d you see where they lie along the line marked overall a less effective salesperson and overall an effective salesperson Jane, on the other hand, is a long way away from them on the graph. What would need to change to move her along closer to Billie and Ann

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