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Evolution and Optimum Seeking

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Examples 423<br />

course, any function or method may bechanged during a run, as well. The batch le that<br />

will be processed should contain the list of input data you would typeinmanually during<br />

a whole session in non-batch mode. OptimA in batch mode suppresses the listing of the<br />

strategies <strong>and</strong> functions. That reduces the output a lot <strong>and</strong> makes it better readable.<br />

Atypical batch run looks like:<br />

OptimA -b < bat_file > results<br />

With a \bat file" like:<br />

8<br />

1<br />

100.100<br />

0.98e-6<br />

0.0e+0<br />

5<br />

5<br />

1<br />

1<br />

0.8e-6<br />

0.8e-6<br />

0.111<br />

0.111<br />

y<br />

the le \results" maylooklike:<br />

Method # : 8<br />

Function # : 1<br />

DFPS strategy (Variable metric) applied to function:<br />

Problem 2.1 (Beale):<br />

(1.5-x*(1-y))^2 + (2.25-x*(1-y^2))^2 + (2.625-x*(1-y^3))^2<br />

Dimension of the problem : 2<br />

Maximal computation time in sec. : 100.100000<br />

Accuracy required : 9.8e-07<br />

Expected value of the objective function<br />

at the optimum : 0<br />

Initial values of the variables :<br />

5<br />

5<br />

Initial step lengths :<br />

1<br />

1<br />

Lower bounds of the step lengths :

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