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E

end(Swarm) - Method in class net.sourceforge.jswarm_pso.ParticleUpdate
This method is called at the end of each iteration
end(Swarm) - Method in class net.sourceforge.jswarm_pso.ParticleUpdateSimple
This method is called at the end of each iteration
evaluate(double[]) - Method in class net.sourceforge.jswarm_pso.example_1.MyFitnessFunction
Evaluates a particles at a given position
evaluate(double[]) - Method in class net.sourceforge.jswarm_pso.example_2.MyFitnessFunction
Evaluates a particles at a given position
evaluate(double[]) - Method in class net.sourceforge.jswarm_pso.FitnessFunction
Evaluates a particles at a given position NOTE: You should write your own method!
evaluate(Particle) - Method in class net.sourceforge.jswarm_pso.FitnessFunction
Evaluates a particles
evaluate() - Method in class net.sourceforge.jswarm_pso.Swarm
Evaluate fitness function for every particle Warning: particles[] must be initialized and fitnessFunction must be setted
evolve() - Method in class net.sourceforge.jswarm_pso.Swarm
Make an iteration: - evaluates the swarm - updates positions and velocities - applies positions and velocities constraints
Example - Class in net.sourceforge.jswarm_pso.example_1
An extremely simple swarm optimization example Maximize function f( x1 , x2 ) = 1 - Sqrt( ( x1 - 1/2 )^2 + ( x2 - 1/2 )^2 ) Solution is (obviously): [ 1/2 , 1/2 ]
Example() - Constructor for class net.sourceforge.jswarm_pso.example_1.Example
 
Example - Class in net.sourceforge.jswarm_pso.example_2
An extremely simple swarm optimization example Minimize Rastrigin's function f( x1 , x2 ) = 20.0 + (x1 * x1) + (x2 * x2) - 10.0 * (Math.cos(2 * Math.PI * x1) + Math.cos(2 * Math.PI * x2)); Solution is (obviously): [ 0, 0 ]
Example() - Constructor for class net.sourceforge.jswarm_pso.example_2.Example
 

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