public final int getNumRow() public final int getNumCol() Col in Java

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public final int getNumRow() public final int getNumCol() Col
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The getNumRow method returns the number of rows in this matrix The getNummethod returns the number of columns in this matrix
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public final void setElement(int row, int column, double value) public final double getElement(int row, int column)
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These methods set and retrieve the value at the speci ed row and column of this matrix
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public final void setRow(int row, double array[]) public final void setRow(int row, GVector vector) public final void getRow(int row, double array[])
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MATH OBJECTS public public public public public final final final final final void void void void void getRow(int row, GVector vector) setColumn(int col, double array[]) setColumn(int col, GVector vector) getColumn(int col, double array[]) getColumn(int col, GVector vector)
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GMatrix Class
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A25
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The setRow methods copy the values from the array into the speci ed row of this matrix The getRow methods place the values of the speci ed row into the array or vertex The setColumn methods copy the values from the array into the speci ed column of this matrix or vector The getColumn methods place the values of the speci ed column into the array or vector
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public final void setScale(double scale)
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This method sets this matrix to a uniform scale matrix, and all of the values are reset
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public final void setZero()
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Sets all the values in this matrix to zero
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public final void mulTransposeBoth(GMatrix m1, GMatrix m2) public final void mulTransposeRight(GMatrix m1, GMatrix m2) public final void mulTransposeLeft(GMatrix m1, GMatrix m2)
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The mulTransposeBoth method multiplies the transpose of matrix m1 (left) times the transpose of matrix m2 (right) and places the result into this matrix The mulTransposeRight method multiplies matrix m1 times the transpose of matrix m2 and places the result back into this matrix The mulTransposeLeft method multiplies the transpose of matrix m1 times matrix m2 and places the result into this matrix
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public final void transpose() public final void transpose(GMatrix m1) pose
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The rst transpose method transposes this matrix in place The second transmethod places the matrix values of the transpose of matrix m1 into this matrix
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public String toString()
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This method returns a string that contains the values of this GMatrix
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public int hashCode()
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This method returns a hash number based on the data values in this object Two different GMatrix objects with identical data values (that is, equals(GMatrix)
Version 11 Alpha 01, February 27, 1998
A25
GMatrix Class
MATH OBJECTS
returns true) will return the same hash number Two objects with different data members may return the same hash value, although this is not likely
public boolean equals(GMatrix m1)
This method returns true if all of the data members of GMatrix m1 are equal to the corresponding data members in this GMatrix
public boolean epsilonEquals(GMatrix m1, float epsilon)
Deprecated method See the next method
public boolean epsilonEquals(GMatrix m1, double epsilon)
This method returns true if the L distance between this GMatrix and GMatrix m1 is less than or equal to the epsilon parameter Otherwise, this method returns false The L distance is equal to MAX[i = 0,1,2, n; j = 0,1,2, n; abs(thism(i,j) m1m(i,j)]
public final double trace()
This method returns the trace of this matrix
public final int SVD(GMatrix U, GMatrix W, GMatrix V)
The SVD method nds the singular value decomposition (SVD) of this matrix such that this = U * W * VT, and returns the rank of this matrix The values of U, W, and V are all overwritten Note that the matrix V is output as V and not VT If this matrix is m n, then U is m m, W is a diagonal matrix that is m n, and V is n n The inverse of this matrix is this 1 = V * W 1 * UT, where W 1 is a diagonal matrix computed by taking the reciprocal of each of the diagonal elements of matrix W
public final int LUD(GMatrix LU, GVector permutation)
The LUD method performs an LU decomposition This matrix must be a square matrix, and the LU parameter must be the same size as this matrix The diagonal elements of L (unity) are not stored The permutation parameter records the row permutation affected by the partial pivoting, and is used as a parameter to the GVector LUDBackSolve method to solve sets of linear equations This method returns +1 or 1, depending on whether the number of row interchanges was even or odd, respectively