@Deprecated public class MultiDirectionalSimplex extends AbstractSimplex
| Constructor and Description | 
|---|
| MultiDirectionalSimplex(double[] steps)Deprecated.  Build a multi-directional simplex with default coefficients. | 
| MultiDirectionalSimplex(double[][] referenceSimplex)Deprecated.  Build a multi-directional simplex with default coefficients. | 
| MultiDirectionalSimplex(double[][] referenceSimplex,
                       double khi,
                       double gamma)Deprecated.  Build a multi-directional simplex with specified coefficients. | 
| MultiDirectionalSimplex(double[] steps,
                       double khi,
                       double gamma)Deprecated.  Build a multi-directional simplex with specified coefficients. | 
| MultiDirectionalSimplex(int n)Deprecated.  Build a multi-directional simplex with default coefficients. | 
| MultiDirectionalSimplex(int n,
                       double sideLength)Deprecated.  Build a multi-directional simplex with default coefficients. | 
| MultiDirectionalSimplex(int n,
                       double khi,
                       double gamma)Deprecated.  Build a multi-directional simplex with specified coefficients. | 
| MultiDirectionalSimplex(int n,
                       double sideLength,
                       double khi,
                       double gamma)Deprecated.  Build a multi-directional simplex with specified coefficients. | 
| Modifier and Type | Method and Description | 
|---|---|
| void | iterate(MultivariateFunction evaluationFunction,
       Comparator<PointValuePair> comparator)Deprecated.  Compute the next simplex of the algorithm. | 
build, evaluate, getDimension, getPoint, getPoints, getSize, replaceWorstPoint, setPoint, setPointspublic MultiDirectionalSimplex(int n)
n - Dimension of the simplex.public MultiDirectionalSimplex(int n,
                       double sideLength)
n - Dimension of the simplex.sideLength - Length of the sides of the default (hypercube)
 simplex. See AbstractSimplex.AbstractSimplex(int,double).public MultiDirectionalSimplex(int n,
                       double khi,
                       double gamma)
n - Dimension of the simplex. See
 AbstractSimplex.AbstractSimplex(int,double).khi - Expansion coefficient.gamma - Contraction coefficient.public MultiDirectionalSimplex(int n,
                       double sideLength,
                       double khi,
                       double gamma)
n - Dimension of the simplex. See
 AbstractSimplex.AbstractSimplex(int,double).sideLength - Length of the sides of the default (hypercube)
 simplex. See AbstractSimplex.AbstractSimplex(int,double).khi - Expansion coefficient.gamma - Contraction coefficient.public MultiDirectionalSimplex(double[] steps)
steps - Steps along the canonical axes representing box edges.
 They may be negative but not zero. Seepublic MultiDirectionalSimplex(double[] steps,
                       double khi,
                       double gamma)
steps - Steps along the canonical axes representing box edges.
 They may be negative but not zero. See
 AbstractSimplex.AbstractSimplex(double[]).khi - Expansion coefficient.gamma - Contraction coefficient.public MultiDirectionalSimplex(double[][] referenceSimplex)
referenceSimplex - Reference simplex. See
 AbstractSimplex.AbstractSimplex(double[][]).public MultiDirectionalSimplex(double[][] referenceSimplex,
                       double khi,
                       double gamma)
referenceSimplex - Reference simplex. See
 AbstractSimplex.AbstractSimplex(double[][]).khi - Expansion coefficient.gamma - Contraction coefficient.NotStrictlyPositiveException - if the reference simplex does not contain at least one point.DimensionMismatchException - if there is a dimension mismatch in the reference simplex.public void iterate(MultivariateFunction evaluationFunction, Comparator<PointValuePair> comparator)
iterate in class AbstractSimplexevaluationFunction - Evaluation function.comparator - Comparator to use to sort simplex vertices from best
 to worst.Copyright © 2003–2016 The Apache Software Foundation. All rights reserved.