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Grant Dick Department of Information Science, School of Business, University of Otago, Dunedin, NZ http://www.otago.ac.nz/informationscience/ 21/11/2009Australasian Computational Intelligence Summer School, 2009
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BenefitsChallenges 21/11/200922Australasian Computational Intelligence Summer School, 2009
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0123456789101112131415 01101100000001000 11110010000000100 20111001000000010 31011000100000001 41000110110000000 50100111001000000 60010011100100000 70001101100010000 80000100011011000 90000010011100100 100000001001110010 110000000110110001 121000000010001101 130100000001001110 140010000000100111 150001000000011011 21/11/200928Australasian Computational Intelligence Summer School, 2009 012 456 8910 121314 3 7 11 15 0 4 8 12 131415
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Raw fixation time After subtracting “panmictic” fixation time 21/11/200941Australasian Computational Intelligence Summer School, 2009
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Raw fixation time After subtracting “panmictic” fixation time 21/11/200942Australasian Computational Intelligence Summer School, 2009
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21/11/200944Australasian Computational Intelligence Summer School, 2009 Source: Dick & Whigham (2005), 2005 IEEE Congress on Evolutionary Computation, pp. 1855-1860
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21/11/200945Australasian Computational Intelligence Summer School, 2009 Source: Dick & Whigham (2005), 2005 IEEE Congress on Evolutionary Computation, pp. 1855-1860
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21/11/200946Australasian Computational Intelligence Summer School, 2009 Source: Dick & Whigham (2005), 2005 IEEE Congress on Evolutionary Computation, pp. 1855-1860
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21/11/200947Australasian Computational Intelligence Summer School, 2009 Source: Giaocobini et al. (2005), IEEE Transactions on Evolutionary Computation 9(5), pp. 489-505
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21/11/200949Australasian Computational Intelligence Summer School, 2009 a b Source: Moran (1962), The Statistical Processes of Evolutionary Theory. Oxford, Clarendon Press
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21/11/200950Australasian Computational Intelligence Summer School, 2009 b a Source: Whigham and Dick (2008), Genetic Programming and Evolvable Machines 9(2), pp. 157-170
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21/11/200951Australasian Computational Intelligence Summer School, 2009 Source: Komarova (2006), Bulletin of Mathematical Biology 68, pp. 1573-1599
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Source: Mühlenbein et al. (1991), Proc. 4 th Intl. Conf. Genetic Algorithms, pp. 271-278 21/11/200954Australasian Computational Intelligence Summer School, 2009
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21/11/200957Australasian Computational Intelligence Summer School, 2009 Unequal Peaks Equal Peaks
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21/11/200959Australasian Computational Intelligence Summer School, 2009 Source: Dick & Whigham (2006), 6 th Intl. Conf. Simulated Evolution and Learning, pp. 505-512
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21/11/200963Australasian Computational Intelligence Summer School, 2009 Source: Dick & Whigham (2008), 7 th Intl. Conf. Simulated Evolution and Learning, pp.452-461
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21/11/200966Australasian Computational Intelligence Summer School, 2009 Source: Kirley (2001), 2001 IEEE Congress on Evolutionary Computation, pp. 949-956
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21/11/200967Australasian Computational Intelligence Summer School, 2009 Source: Kirley (2001), 2001 IEEE Congress on Evolutionary Computation, pp. 949-956
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21/11/200970Australasian Computational Intelligence Summer School, 2009 Source: Whigham and Dick. (TBA), IEEE Transactions on Evolutionary Computation (in press)
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21/11/200971Australasian Computational Intelligence Summer School, 2009 Source: Whigham and Dick. (TBA), IEEE Transactions on Evolutionary Computation (in press)
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21/11/200972Australasian Computational Intelligence Summer School, 2009 Source: Gordon et al. (1999), Proceedings of the Genetic and Evolutionary Computation Conference (GECCO 1999), pp. 229-235
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21/11/200974Australasian Computational Intelligence Summer School, 2009 Source: Li & Sutherland (2002), 4 th Intl. Conf. Simulated Evolution and Learning, pp.76-80
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21/11/200975Australasian Computational Intelligence Summer School, 2009 Source: Li (2003), Evolutionary Multi-Criterion Optimization, Second International Conference (EMO 2003), pp. 207-221
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