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package org.jeometry.math.decomposition;

import org.jeometry.Jeometry;
import org.jeometry.math.Matrix;
import org.jeometry.math.solver.Resolvable;

/**
 * This interface describes a Cholesky decomposition.
*
* Let A be a symmetric positive definite matrix, the Cholesky decomposition is a lower triangular matrix R with strictly positive diagonal entries such that: *
A = RRt
*
* where Rt is the transpose of R * @author Julien Seinturier - COMEX S.A. - [email protected] - https://github.com/jorigin/jeometry * @version {@value Jeometry#version} b{@value Jeometry#BUILD} * @since 1.0.2 */ public interface CholeskyDecomposition extends Decomposition, Resolvable { /** * The index of the lower triangular matrix matrix R within the {@link Decomposition#getComponents() decomposition components}. */ public static final int COMPONENT_R_INDEX = 0; /** * Get the lower triangular matrix U. * @return the lower triangular matrix U */ public Matrix getR(); }




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