Object
MatrixSIS
Matrix1
All Implemented Interfaces:
Serializable, Cloneable, Lenient­Comparable, Matrix

public class Matrix1 extends MatrixSIS
A matrix of fixed 1×1 size, typically resulting from Math­Transform1D derivative computation. The matrix member is:
 ┌     ┐
 │ m00 │
 └     ┘
Since:
0.4
See Also:
  • Field Summary

    Fields
    Modifier and Type
    Field
    Description
    double
    The only element in this matrix.
    static final int
    The matrix size, which is 1.
  • Constructor Summary

    Constructors
    Constructor
    Description
    Creates a new identity matrix.
    Matrix1(double m00)
    Creates a new matrix initialized to the specified value.
    Matrix1(double[] elements)
    Creates a new matrix initialized to the specified values.
  • Method Summary

    Modifier and Type
    Method
    Description
    static Matrix1
    Casts or copies the given matrix to a Matrix1 implementation.
    Returns a clone of this matrix.
    boolean
    equals(Object object)
    Returns true if the specified object is of type Matrix1 and all of the data members are equal to the corresponding data members in this matrix.
    final double
    get­Element(int row, int column)
    Retrieves the value at the specified row and column of this matrix.
    final double[]
    Returns all matrix elements in a flat, row-major (column indices vary fastest) array.
    final int
    Returns the number of columns in this matrix, which is always 1 in this implementation.
    final int
    Returns the number of rows in this matrix, which is always 1 in this implementation.
    int
    Returns a hash code value based on the data values in this object.
    final boolean
    Returns true if this matrix represents an affine transform.
    final boolean
    Returns true if this matrix is an identity matrix.
    Normalizes all columns in-place.
    final void
    set­Element(int row, int column, double value)
    Modifies the value at the specified row and column of this matrix.
    final void
    set­Elements(double[] elements)
    Sets all matrix elements from a flat, row-major (column indices vary fastest) array.
    void
    For a 1×1 matrix, this method does nothing.

    Methods inherited from class Object

    finalize, get­Class, notify, notify­All, wait, wait, wait
  • Field Details

    • SIZE

      public static final int SIZE
      The matrix size, which is 1.
      See Also:
    • m00

      public double m00
      The only element in this matrix.
  • Constructor Details

    • Matrix1

      public Matrix1()
      Creates a new identity matrix.
    • Matrix1

      public Matrix1(double m00)
      Creates a new matrix initialized to the specified value.
      Parameters:
      m00 - The element in this matrix.
    • Matrix1

      public Matrix1(double[] elements) throws IllegalArgumentException
      Creates a new matrix initialized to the specified values. The length of the given array must be 1.
      Parameters:
      elements - elements of the matrix.
      Throws:
      Illegal­Argument­Exception - if the given array does not have the expected length.
      See Also:
  • Method Details

    • castOrCopy

      public static Matrix1 castOrCopy(Matrix matrix) throws MismatchedMatrixSizeException
      Casts or copies the given matrix to a Matrix1 implementation. If the given matrix is already an instance of Matrix1, then it is returned unchanged. Otherwise this method verifies the matrix size, then copies the element in a new Matrix1 object.
      Parameters:
      matrix - the matrix to cast or copy, or null.
      Returns:
      the matrix argument if it can be safely casted (including null argument), or a copy of the given matrix otherwise.
      Throws:
      Mismatched­Matrix­Size­Exception - if the size of the given matrix is not 1×1.
    • getNumRow

      public final int getNumRow()
      Returns the number of rows in this matrix, which is always 1 in this implementation.
      Returns:
      always 1.
    • getNumCol

      public final int getNumCol()
      Returns the number of columns in this matrix, which is always 1 in this implementation.
      Returns:
      always 1.
    • getElement

      public final double getElement(int row, int column)
      Retrieves the value at the specified row and column of this matrix. This method can be invoked when the matrix size or type is unknown. If the matrix is known to be an instance of Matrix1, then the m00 field can be read directly for efficiency.
      Parameters:
      row - the row index, which can only be 0.
      column - the column index, which can only be 0.
      Returns:
      the current value.
    • setElement

      public final void setElement(int row, int column, double value)
      Modifies the value at the specified row and column of this matrix. This method can be invoked when the matrix size or type is unknown. If the matrix is known to be an instance of Matrix1, then the m00 field can be set directly for efficiency.
      Parameters:
      row - the row index, which can only be 0.
      column - the column index, which can only be 0.
      value - the new value to set.
    • getElements

      public final double[] getElements()
      Returns all matrix elements in a flat, row-major (column indices vary fastest) array. The array length is 1.
      Overrides:
      get­Elements in class Matrix­SIS
      Returns:
      a copy of all current matrix elements in a row-major array.
    • setElements

      public final void setElements(double[] elements)
      Sets all matrix elements from a flat, row-major (column indices vary fastest) array. The array length shall be 1.
      Overrides:
      set­Elements in class Matrix­SIS
      Parameters:
      elements - The new matrix elements in a row-major array.
      See Also:
    • isAffine

      public final boolean isAffine()
      Returns true if this matrix represents an affine transform. A transform is affine if the matrix is square and its last row contains only zeros, except in the last column which contains 1.
      Overrides:
      is­Affine in class Matrix­SIS
      Returns:
      true if this matrix represents an affine transform.
      See Also:
    • isIdentity

      public final boolean isIdentity()
      Returns true if this matrix is an identity matrix. This method is equivalent to the following code, except that it is potentially more efficient:
      return Matrices.isIdentity(this, 0.0);
      
      Specified by:
      is­Identity in interface Matrix
      Specified by:
      is­Identity in class Matrix­SIS
      Returns:
      true if this matrix is an identity matrix.
      See Also:
    • transpose

      public void transpose()
      For a 1×1 matrix, this method does nothing.
      Specified by:
      transpose in class Matrix­SIS
    • normalizeColumns

      public MatrixSIS normalizeColumns()
      Normalizes all columns in-place. For a 1×1 matrix with non-NaN value, this method sets the m00 value to +1, -1 or 0 with the same sign than the original value.
      Overrides:
      normalize­Columns in class Matrix­SIS
      Returns:
      the magnitude of the column, which is the absolute value of m00.
    • clone

      public Matrix1 clone()
      Returns a clone of this matrix.
      Specified by:
      clone in interface Matrix
      Overrides:
      clone in class Matrix­SIS
      Returns:
      a new matrix of the same class and with the same values than this matrix.
      See Also:
    • equals

      public boolean equals(Object object)
      Returns true if the specified object is of type Matrix1 and all of the data members are equal to the corresponding data members in this matrix.
      Specified by:
      equals in interface Lenient­Comparable
      Overrides:
      equals in class Matrix­SIS
      Parameters:
      object - the object to compare with this matrix for equality.
      Returns:
      true if the given object is equal to this matrix.
      See Also:
    • hashCode

      public int hashCode()
      Returns a hash code value based on the data values in this object.
      Overrides:
      hash­Code in class Matrix­SIS
      Returns:
      a hash code value for this matrix.