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📄 chapter7.ps

📁 收集了遗传算法、进化计算、神经网络、模糊系统、人工生命、复杂适应系统等相关领域近期的参考论文和研究报告
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(7.2.2  Competitive Fitness Functions) 108 556 T0 F0.88 (In contrast to standard \336tness functions, a) 126 530 P2 F0.88 (competitive \336tness function) 334.71 530 P0 F0.88 ( is any method) 467.06 530 P2.18 (for calculating \336tness that is) 108 512 P2 F2.18 (dependent) 257.13 512 P0 F2.18 (on the current population to any degree. The) 311.6 512 P0.96 (dependency can be relatively minimal, such as on a single population member) 108 494 P0.96 (, or fairly) 493.12 494 P0.41 (comprehensive in functions that use the entire population to determine a single strategy\325) 108 476 P0.41 (s) 535.33 476 P1.19 (\336tness. In essence, competitive \336tness is the original intention behind a \336tness function) 108 458 P1.64 (since it provides a measure of an individual\325) 108 440 P1.64 (s ability relative to the current population) 331.64 440 P(rather than relative to the global optimum.) 108 422 T1.63 (This following sections describe two previous models of competitive \336tness: a full) 126 392 P1.76 (population competition described in Axelrod \0501987\051 and a bipartite competitive model) 108 374 P-0.15 (described in Hillis \0501992\051. How these respective methods address cooperative stable states) 108 356 P(is also described.) 108 338 T1 F(7.2.2.1  Axelr) 108 302 T(od\325) 175.4 302 T(s Full Competitive Model) 191.62 302 T0 F0.3 (Axelrod \0501987\051 experiments with both an independent and a competitive \336tness func-) 126 276 P-0.12 (tion to evolve strategies for the Iterated Prisoner) 108 258 P-0.12 (\325) 339.09 258 P-0.12 (s Dilemma \050Luce and Raif) 342.43 258 P-0.12 (fa 1957; Rapa-) 468.96 258 P0.52 (port 1966; Axelrod 1984\051. For the independent \336tness function, Axelrod uses a weighted) 108 240 P0.45 (sum of the scores against eight pre-selected strategies, where the weights and representa-) 108 222 P0.19 (tive strategies were selected on the basis of knowledge gained from previous experiments) 108 204 P-0.06 (\050Axelrod 1984\051. In the competitive \336tness function, Axelrod \0501987\051 tests every population) 108 186 P0.11 (member against every other population member) 108 168 P0.11 (, which presents an adaptive developmen-) 338.25 168 P0.96 (tal environment for the population. However) 108 150 P0.96 (, there is no mention in the study about the) 326.83 150 P0.11 (relative abilities of the evolved strategies. A schematic of the competitive pairings associ-) 108 132 P0.14 (ated with this method appears in Figure 34a. Assuming the size of the population is) 108 114 P2 F0.14 (n) 513.21 114 P0 F0.14 (, the) 519.21 114 P-0.06 (number of competitions executed in a generation is) 108 96 P2 F-0.06 (n) 355.97 96 P0 10 Q-0.05 (2) 361.97 100.8 P0 12 Q-0.06 (. When the task to be solved is quite) 366.96 96 PFMENDPAGE%%EndPage: "130" 7%%Page: "131" 7612 792 0 FMBEGINPAGE108 63 540 702 R7 X0 KV108 711 540 720 RV0 12 Q0 X(131) 522.01 712 T108 90 540 702 R7 XV105.3 89.44 542.7 702 C4 X0 K90 450 5.88 5.58 361.42 317.56 G0.5 H2 Z0 X90 450 5.88 5.58 361.42 317.56 A4 X90 450 5.88 5.58 409.01 282.24 G0 X90 450 5.88 5.58 409.01 282.24 A4 X90 450 5.65 5.34 183.67 513.03 G0 X90 450 5.65 5.34 183.67 513.03 A4 X90 450 5.65 5.34 183.67 609.2 G0 X90 450 5.65 5.34 183.67 609.2 A4 X90 450 5.65 5.34 289.61 609.56 G0 X90 450 5.65 5.34 289.61 609.56 A4 X90 450 5.65 5.34 291.03 513.03 G0 X90 450 5.65 5.34 291.03 513.03 A4 X90 450 5.65 5.34 149.77 561.11 G0 X90 450 5.65 5.34 149.77 561.11 A4 X90 450 5.65 5.34 234.52 635.91 G0 X90 450 5.65 5.34 234.52 635.91 A4 X90 450 5.65 5.34 234.52 486.32 G0 X90 450 5.65 5.34 234.52 486.32 A4 X90 450 5.65 5.34 319.28 561.11 G0 X90 450 5.65 5.34 319.28 561.11 A234.52 630.57 234.52 491.66 2 L4 XV0 XN155.42 561.11 313.63 561.11 2 L4 XV0 XN234.52 630.57 189.32 518.38 2 L4 XV0 XN234.52 630.57 285.38 518.38 2 L4 XV0 XN234.52 630.57 189.32 603.85 2 L4 XV0 XN189.32 603.85 155.42 561.11 2 L4 XV0 XN155.42 561.11 189.32 518.38 2 L4 XV0 XN189.32 518.38 234.52 491.66 2 L4 XV0 XN234.52 630.57 283.96 604.22 2 L4 XV0 XN283.96 604.22 313.63 561.11 2 L4 XV0 XN234.52 630.57 313.63 561.11 2 L4 XV0 XN234.52 630.57 155.42 561.11 2 L4 XV0 XN313.63 561.11 234.52 491.66 2 L4 XV0 XN313.63 561.11 285.38 518.38 2 L4 XV0 XN285.38 518.38 234.52 491.66 2 L4 XV0 XN155.42 561.11 234.52 491.66 2 L4 XV0 XN189.32 603.85 189.32 518.38 2 L4 XV0 XN189.32 603.85 285.38 603.85 2 L4 XV0 XN189.32 518.38 285.38 518.38 2 L4 XV0 XN285.38 598.51 234.52 491.66 2 L4 XV0 XN289.61 604.22 155.42 561.11 2 L4 XV0 XN289.61 604.22 189.32 518.38 2 L4 XV0 XN189.32 603.85 313.63 561.11 2 L4 XV0 XN189.32 603.85 285.38 518.38 2 L4 XV0 XN189.32 603.85 234.52 491.66 2 L4 XV0 XN313.63 561.11 189.32 518.38 2 L4 XV0 XN155.42 561.11 285.38 518.38 2 L4 XV0 XN283.96 604.22 283.96 518.74 2 LN6 X90 450 6.86 5.83 390.6 601.1 G0 X90 450 6.86 5.83 390.6 601.1 A399.59 601.1 495.7 601.1 2 LN198.54 350.62 266.49 350.62 2 L1 HN4 X90 450 5.88 5.58 267.03 350.62 G0.5 H0 X90 450 5.88 5.58 267.03 350.62 A154.98 317.56 194.18 317.56 2 L1 HN273.45 317.56 310.03 317.56 2 LN434.6 317.56 498.18 317.56 2 LN482.52 282.86 494.71 282.86 2 LN435.48 282.03 447.67 282.03 2 LN344.89 282.86 357.96 282.86 2 LN297.85 282.86 306.56 282.86 2 LN249.94 282.86 262.13 282.86 2 LN200.29 282.03 211.61 282.03 2 LN155.86 282.03 167.19 282.03 2 LN392.79 350.62 497.32 350.62 2 LN203.77 384.51 382.34 384.51 2 LN4 X90 450 5.89 5.58 500.48 282.24 G0.5 H0 X90 450 5.89 5.58 500.48 282.24 A4 X90 450 5.88 5.58 476.96 282.24 G0 X90 450 5.88 5.58 476.96 282.24 A4 X90 450 5.88 5.58 453.44 282.24 G0 X90 450 5.88 5.58 453.44 282.24 A4 X90 450 5.88 5.58 429.92 282.24 G0 X90 450 5.88 5.58 429.92 282.24 A4 X90 450 5.88 5.58 385.49 282.24 G0 X90 450 5.88 5.58 385.49 282.24 A4 X90 450 5.88 5.58 361.97 282.24 G0 X90 450 5.88 5.58 361.97 282.24 A4 X90 450 5.88 5.58 338.46 282.24 G0 X90 450 5.88 5.58 338.46 282.24 A4 X90 450 5.89 5.58 500.48 317.56 G0 X90 450 5.89 5.58 500.48 317.56 A4 X90 450 5.88 5.58 431.12 317.56 G0 X90 450 5.88 5.58 431.12 317.56 A4 X90 450 5.88 5.58 385.82 317.56 G0 X90 450 5.88 5.58 385.82 317.56 A4 X90 450 5.89 5.58 500.48 350.62 G0 X90 450 5.89 5.58 500.48 350.62 A4 X90 450 5.88 5.58 386.36 350.62 G0 X90 450 5.88 5.58 386.36 350.62 A4 X90 450 5.88 5.58 387.23 384.51 G0 X90 450 5.88 5.58 387.23 384.51 A4 X90 450 5.88 5.58 314.06 282.24 G0 X90 450 5.88 5.58 314.06 282.24 A4 X90 450 5.88 5.58 290.54 282.24 G0 X90 450 5.88 5.58 290.54 282.24 A4 X90 450 5.88 5.58 267.03 282.24 G0 X90 450 5.88 5.58 267.03 282.24 A4 X90 450 5.88 5.58 243.51 282.24 G0 X90 450 5.88 5.58 243.51 282.24 A4 X90 450 5.88 5.58 218.25 282.24 G0 X90 450 5.88 5.58 218.25 282.24 A4 X90 450 5.88 5.58 194.73 282.24 G0 X90 450 5.88 5.58 194.73 282.24 A4 X90 450 5.88 5.58 172.95 282.24 G0 X90 450 5.88 5.58 172.95 282.24 A4 X90 450 5.88 5.58 149.43 282.24 G0 X90 450 5.88 5.58 149.43 282.24 A4 X90 450 5.88 5.58 314.93 317.56 G0 X90 450 5.88 5.58 314.93 317.56 A4 X90 450 5.88 5.58 267.35 317.56 G0 X90 450 5.88 5.58 267.35 317.56 A4 X90 450 5.88 5.58 196.79 317.56 G0 X90 450 5.88 5.58 196.79 317.56 A4 X90 450 5.88 5.58 149.76 317.56 G0 X90 450 5.88 5.58 149.76 317.56 A4 X90 450 5.88 5.58 198.21 384.51 G0 X90 450 5.88 5.58 198.21 384.51 A4 X90 450 5.88 5.58 387.23 418.6 G0 X90 450 5.88 5.58 387.23 418.6 A4 X90 450 5.88 5.58 198.21 350.62 G0 X90 450 5.88 5.58 198.21 350.62 A0 12 Q(\050b\051) 437.78 459.99 T2 X90 450 6.87 5.83 498.94 601.1 G0 X90 450 6.87 5.83 498.94 601.1 A6 X90 450 6.86 5.83 390.6 583.81 G0 X90 450 6.86 5.83 390.6 583.81 A399.59 583.81 495.7 583.81 2 LN2 X90 450 6.87 5.83 498.94 583.81 G0 X90 450 6.87 5.83 498.94 583.81 A6 X90 450 6.86 5.83 390.6 568.06 G0 X90 450 6.86 5.83 390.6 568.06 A399.59 568.06 495.7 568.06 2 LN2 X90 450 6.87 5.83 498.94 568.06 G0 X90 450 6.87 5.83 498.94 568.06 A6 X90 450 6.86 5.83 390.6 552.9 G0 X90 450 6.86 5.83 390.6 552.9 A399.59 552.9 495.7 552.9 2 LN2 X90 450 6.87 5.83 498.94 552.9 G0 X90 450 6.87 5.83 498.94 552.9 A6 X90 450 6.86 5.83 390.6 537.73 G0 X90 450 6.86 5.83 390.6 537.73 A

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