Research Article

Synchronization of Discrete-Time Chaotic Fuzzy Systems by means of Fuzzy Output Regulation Using Genetic Algorithm

Table 1

Individual aptitude.

Chromosome Binary string Decoded integer Fitness function

1 01011010001000100010111010101101 (−7.691493, −16.518837) 0.971109
2 11001011101111111110101000000111 (15.386557, 21.537530) 6.840302
3 10100011000010001110111101010111 (7.116228, 22.616648) 9.404465
4 01101110111100100011110001011000 (−3.463890, −13.742489) 0.096779
5 01111110110010001000111010000000 (−0.247166, 2.945754) 0.017387
6 01111110110010001000111010000000 (−2.282414, −24.456703) 12.438373
7 01110100110000110000011110011001 (−13.451286, 16.387121) 0.761323
8 00111101110001111101000010101100 (4.320043, −25.338247) 13.686271
9 10010101010001000000001101000010 (19.709377, 4.057404) 0.209690
10 10000010001011110001000101110111 (0.443946, −22.452399) 9.159322
11 00111100101000111011110011100001 (−13.682979, 12.366613) 0.000746
12 00001100011111011100101000101100 (−23.463279, 15.066789) 0.000895
13 10010110000010001001010001111101 (4.475563, 4.162142) 0.017576
14 10110011010110110100100101111010 (10.432136, −11.074846) 0.001021
15 01010011101010101111101011001101 (−9.005478, 24.944686) 13.030471
16 00100011011001100011000000001011 (−18.809583, −16.241123) 0.399280
17 10010001100100001111110100111101 (3.567834, 25.439811) 13.825474
18 10001011001010110100111011110001 (2.268925, −9.964782) 0.003840
19 01100000011011101100000001001011 (−6.412421, 13.060105) 0.039420
20 00001011110001010001010011000101 (−23.609277, −21.781125) 5.130460