GAHomework - MAE 552 Homework #3 Due Date: March 11, 2002...

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MAE 552 Homework #3 Due Date: March 11, 2002 Genetic Algorithms Minimize: = = = = n i i n i n i i i ix x x x F 1 2 1 1 2 4 ) ( cos 2 ) ( cos ) ( (1) Subject to: ) ( 1 x g 0 75 . 0 1 = n i i x (2) ) ( 2 x g 0 2 15 1 = n x n i i (3) 0 < x i < 10 n i , 1 = (4) You are to use a Genetic Algorithm to solve the above optimization problem by writing your own GA code in your choice of computer language (Fortran, C/C++, Matlab, etc.). You are to use a value of 10 for n. An example of computer code used to evaluate the objective function is provided at the end of this assignment statement. The constraints should not be difficult to code. P.S. notice the strict inequality on the side constraints. To Do: In order to determine how the various methods and parameters affect the performance of the GA, please perform the following tasks: 1. Solve the problem using 2 different crossover schemes discussed in class. Determine the relative performance of them and provide an explanation of why
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This note was uploaded on 07/09/2011 for the course MAE 522 taught by Professor Hacker during the Spring '10 term at SUNY Buffalo.

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GAHomework - MAE 552 Homework #3 Due Date: March 11, 2002...

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