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A full working version of ES is now available in tutorial/Lesson4,

Browse source 
that makes full use of libes.a.
The user guide is in Lesson4 of the tutorial - programmer's guide
will come later.
Plus many small changes here and there
This commit is contained in:
evomarc 2001-05-04 16:51:29 +00:00
commit 5508869d00
19 changed files with 653 additions and 189 deletions
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4
eo/tutorial/html/eoLesson1.html
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@ -259,8 +259,8 @@ bit, which is specific of the bit-flip mutation.  Hence, to run the
same algorithm as Goldberg's SGA, the mutation probability (at individual
level) is 1, and the probability of flipping each bit is <b><tt>P_MUT_PER_BIT.</tt></b>
<li>
<a href="FirstRealGA.html#operators">Real</a> The crossover <b><font face="Arial,Helvetica"><font size=+1><a href="../../doc/html/class_eoarithmeticcrossover.html">eoArithmeticCrossover</a></font></font></b>
is the standard <font color="#CC33CC">arithmetic crossover</font> for real-valued
<a href="FirstRealGA.html#operators">Real</a> The crossover <b><font face="Arial,Helvetica"><font size=+1><a href="../../doc/html/class_eosegmentcrossover.html">eoSegmentCrossover</a></font></font></b>
is the standard <font color="#CC33CC">segment crossover</font> for real-valued
vectors, that chooses a point randomly on the segment between both parents
(also termed <font color="#CC33CC">BLX-0</font>). <b><font face="Arial,Helvetica"><font size=+1><a href="../../doc/html/class_eouniformmutation.html">eoUniformMutation</a></font></font></b>
is the <font color="#CC33CC">uniform mutation</font> for real-valued vectors