Cross Reference: /frameworks/base/awt/java/awt/geom/AffineTransform.java

Lines Matching defs:matrix
112      * The values of transformation matrix.
175      * transformation matrix as floats. The type is set to the default type:
179      *            the m00 entry in the transformation matrix.
181      *            the m10 entry in the transformation matrix.
183      *            the m01 entry in the transformation matrix.
185      *            the m11 entry in the transformation matrix.
187      *            the m02 entry in the transformation matrix.
189      *            the m12 entry in the transformation matrix.
203      * transformation matrix as doubles. The type is set to the default type:
207      *            the m00 entry in the transformation matrix.
209      *            the m10 entry in the transformation matrix.
211      *            the m01 entry in the transformation matrix.
213      *            the m11 entry in the transformation matrix.
215      *            the m02 entry in the transformation matrix.
217      *            the m12 entry in the transformation matrix.
231      * transformation matrix from an array of floats. The mapping from the array
232      * to the matrix starts with <code>matrix[0]</code> giving the top-left
233      * entry of the matrix and proceeds with the usual left-to-right and
237      * of the transformation matrix default to zero.
239      * @param matrix
241      *            matrix.
245     public AffineTransform(float[] matrix) {
247         m00 = matrix[0];
248         m10 = matrix[1];
249         m01 = matrix[2];
250         m11 = matrix[3];
251         if (matrix.length > 4) {
252             m02 = matrix[4];
253             m12 = matrix[5];
259      * transformation matrix from an array of doubles. The mapping from the
260      * array to the matrix starts with <code>matrix[0]</code> giving the
261      * top-left entry of the matrix and proceeds with the usual left-to-right
265      * of the transformation matrix default to zero.
267      * @param matrix
269      *            matrix.
273     public AffineTransform(double[] matrix) {
275         m00 = matrix[0];
276         m10 = matrix[1];
277         m01 = matrix[2];
278         m11 = matrix[3];
279         if (matrix.length > 4) {
280             m02 = matrix[4];
281             m12 = matrix[5];
289      * matrix as three rows (m00, m01), (m10, m11), and (m02, m12). Then if the
350      * Gets the scale x entry of the transformation matrix (the upper left
351      * matrix entry).
360      * Gets the scale y entry of the transformation matrix (the lower right
370      * Gets the shear x entry of the transformation matrix (the upper right
380      * Gets the shear y entry of the transformation matrix (the lower left entry
417      * Writes the values of the transformation matrix into the given array of
422      * @param matrix
423      *            the array to fill with the values of the matrix.
427     public void getMatrix(double[] matrix) {
428         matrix[0] = m00;
429         matrix[1] = m10;
430         matrix[2] = m01;
431         matrix[3] = m11;
432         if (matrix.length > 4) {
433             matrix[4] = m02;
434             matrix[5] = m12;
439      * Gets the determinant of the linear transformation matrix.
441      * @return the determinant of the linear transformation matrix.
451      *            the m00 coordinate of the transformation matrix.
453      *            the m10 coordinate of the transformation matrix.
455      *            the m01 coordinate of the transformation matrix.
457      *            the m11 coordinate of the transformation matrix.
459      *            the m02 coordinate of the transformation matrix.
461      *            the m12 coordinate of the transformation matrix.
758      * Multiplies the matrix representations of two AffineTransform objects.
765      *         the matrix t2.
777      * Applies the given AffineTransform to this AffineTransform via matrix