problems.bitchain
Class FC5

java.lang.Object
  lio.LiOTask
      problems.bitchain.FC5

All Implemented Interfaces:

LiOResource

public class FC5
extends LiOTask

Constructor Summary

FC5()

Method Summary

LiOBounds	defineIndividuals() In most cases, it is necessary to define some common features of a certain kind of individual such as upper and lower limits, size, etc.
double	evaluate(Individual individual) Evaluates an individual and returns its fitness.
LiOResourceDefinition	getDefinition() Return a LiOResDescription object with the information of each object.
int	getNumSubProblems()
double	optimum() Returns the optimum of the function.
void	setNumSubProblems(int numSubProblems)

Methods inherited from class java.lang.Object

clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

Constructor Detail

FC5

public FC5()

Method Detail

defineIndividuals

public LiOBounds defineIndividuals()

Description copied from class: LiOTask

In most cases, it is necessary to define some common features of a certain kind of individual such as upper and lower limits, size, etc.

Specified by:

defineIndividuals in class LiOTask

Returns:

a Bounds object which defines individuals.

evaluate

public double evaluate(Individual individual)

Description copied from class: LiOTask

Evaluates an individual and returns its fitness.

Specified by:

evaluate in class LiOTask

Parameters:

individual - The individual that is going to be evaluated.

Returns:

fitness of a individual.

getDefinition

public LiOResourceDefinition getDefinition()

Return a LiOResDescription object with the information of each object. That object holds the name and all parameters that describe the object

Specified by:

getDefinition in interface LiOResource

Overrides:

getDefinition in class LiOTask

Returns:

A definition of the object.

getNumSubProblems

public int getNumSubProblems()

Returns:

Returns the numSubProblems.

setNumSubProblems

public void setNumSubProblems(int numSubProblems)

Parameters:

numSubProblems - The numSubProblems to set.

optimum

public double optimum()

Description copied from class: LiOTask

Returns the optimum of the function. If this value is known, the function must be overloaded by the child classes.

Overrides:

optimum in class LiOTask

Returns:

Optimum of the task.