/**
* <p>Performs an "in-place" conjugate transpose.</p>
*
* @see #transpose(CMatrixRMaj)
*
* @param mat The matrix that is to be transposed. Modified.
*/
public static void transposeConjugate(CMatrixRMaj mat)
{
if (mat.numCols == mat.numRows)
{
TransposeAlgs_CDRM.squareConjugate(mat);
}
else
{
CMatrixRMaj b = new CMatrixRMaj(mat.numCols, mat.numRows);
transposeConjugate(mat, b);
mat.reshape(b.numRows, b.numCols);
mat.set(b);
}
}
/**
* <p>
* Conjugate transposes input matrix 'a' and stores the results in output matrix 'b':<br>
* <br>
* b-real<sub>i,j</sub> = a-real<sub>j,i</sub><br>
* b-imaginary<sub>i,j</sub> = -1*a-imaginary<sub>j,i</sub><br>
* where 'b' is the transpose of 'a'.
* </p>
*
* @param input The original matrix. Not modified.
* @param output Where the transpose is stored. If null a new matrix is created. Modified.
* @return The transposed matrix.
*/
public static CMatrixRMaj transposeConjugate(CMatrixRMaj input, CMatrixRMaj output)
{
if (output == null)
{
output = new CMatrixRMaj(input.numCols, input.numRows);
}
else if (input.numCols != output.numRows || input.numRows != output.numCols)
{
throw new ArgumentException("Input and output shapes are not compatible");
}
TransposeAlgs_CDRM.standardConjugate(input, output);
return(output);
}