Class MatrixFeatures_DSCC

java.lang.Object
org.ejml.sparse.csc.MatrixFeatures_DSCC

public class MatrixFeatures_DSCC
extends Object
  • Constructor Details

    • MatrixFeatures_DSCC

      public MatrixFeatures_DSCC()
  • Method Details

    • isEquals

      public static boolean isEquals​(DMatrixSparseCSC a, DMatrixSparseCSC b)
    • isEquals

      public static boolean isEquals​(DMatrixSparseCSC a, DMatrixSparseCSC b, double tol)
    • isEqualsSort

      public static boolean isEqualsSort​(DMatrixSparseCSC a, DMatrixSparseCSC b, double tol)
    • isIdenticalSort

      public static boolean isIdenticalSort​(DMatrixSparseCSC a, DMatrixSparseCSC b, double tol)
    • isSameStructure

      public static boolean isSameStructure​(DMatrixSparseCSC a, DMatrixSparseCSC b)
      Checks to see if the two matrices have the same shape and same pattern of non-zero elements
      Parameters:
      a - Matrix
      b - Matrix
      Returns:
      true if the structure is the same
    • hasUncountable

      public static boolean hasUncountable​(DMatrixSparseCSC A)
    • isZeros

      public static boolean isZeros​(DMatrixSparseCSC A, double tol)
    • isIdentity

      public static boolean isIdentity​(DMatrixSparseCSC A, double tol)
    • isLowerTriangle

      public static boolean isLowerTriangle​(DMatrixSparseCSC A, int hessenberg, double tol)

      Checks to see if a matrix is lower triangular or Hessenberg. A Hessenberg matrix of degree N has the following property:

      aij ≤ 0 for all i < j+N

      A triangular matrix is a Hessenberg matrix of degree 0. Only the upper most diagonal elements are explicitly checked to see if they are non-zero

      Parameters:
      A - Matrix being tested. Not modified.
      hessenberg - The degree of being hessenberg.
      tol - How not zero diagonal elements must be.
      Returns:
      If it is an upper triangular/hessenberg matrix or not.
    • isTranspose

      public static boolean isTranspose​(DMatrixSparseCSC A, DMatrixSparseCSC B, double tol)
    • isVector

      public static boolean isVector​(DMatrixSparseCSC a)
      Returns true if the input is a vector
      Parameters:
      a - A matrix or vector
      Returns:
      true if it's a vector. Column or row.
    • isSymmetric

      public static boolean isSymmetric​(DMatrixSparseCSC A, double tol)
      Checks to see if the matrix is symmetric to within tolerance.
      Parameters:
      A - Matrix being tested. Not modified.
      tol - Tolerance that defines how similar two values must be to be considered identical
      Returns:
      true if symmetric or false if not
    • isPositiveDefinite

      public static boolean isPositiveDefinite​(DMatrixSparseCSC A)

      Checks to see if the matrix is positive definite.

      xT A x > 0
      for all x where x is a non-zero vector and A is a symmetric matrix.

      Parameters:
      A - square symmetric matrix. Not modified.
      Returns:
      True if it is positive definite and false if it is not.
    • isOrthogonal

      public static boolean isOrthogonal​(DMatrixSparseCSC Q, double tol)

      Checks to see if a matrix is orthogonal or isometric.

      Parameters:
      Q - The matrix being tested. Not modified.
      tol - Tolerance.
      Returns:
      True if it passes the test.