Evulotionary Optimization Flashcards
In evulotionary optimization the problem to be solved must be ___
well defined
The comparison between two or more candidate solutions are based on ___ of how well a proposed solution meets the ___ of the problem
quantitive measures
needs
Interactive evolutionary computation is when a human provides a judgement about ___
Here we usually find the use of ___
. the quality of proposed solutions
. qualitative or even fuzzy descriptors
In quantitative evolutionary optimization, is a ___ that operates on a potencial ___ and returns either a single real number or multiple numbers that describe the value of the solution
function solution
There are two forms of optimization problem:
1 - ___
2- ___
1- numeric
2- combinatoric
In a Global Numerical Optimization we: 1- \_\_\_ 2- \_\_\_ 3- \_\_\_ 4- \_\_\_ 5- \_\_\_
1- Initialize Population 2- Create Offspring 3- Score Everyone 4- Select new parents 5- repeat to 2 until done
In a Global Numerical Optimization we should stop if:
1- The best solution is below a ___
2- The best solution is not ___
1- pre-defined threshold
2- evolving for a pre-defined time (number of generations)
When we generate offsprings from mutation we apply a variation on each dimension and is based on only ___
one parent
When we generate offsprings from recombination, it is based on more ___ by using ___ and ___
. than one parent
. crossover and belnding
In one point crossover we basicly make a ___ on the parents ___
cut
vectors
In a multipoint crossover we basicly make several ___ on the parents ___
cuts
vectors
In a uniform crossover we select one ___ from either parent at ___ without regard to maintaining ___.
. component
. random
. continuous segment
In a Blending we can use for example a ___ to blend two parents
mean
If the problem at hand presents a smooth, convex, continuous landscape thengradient or related methods of optimization will be ___ in locatting the ___
. faster
. single optimum point
if the problem presents a landscape with
multiple local optima, then the gradient methods will likely fail to find the ___
global optimum
If the landscape is discontinuous and/or not
smooth, then gradient-based approaches
may be ___
inapplicable
STUDY SLIDE 19 to SLIDE 20 (inclusive)
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