Xfinium.Pdf.Graphics Namespace : PdfMatrix Class |
The following tables list the members exposed by PdfMatrix.
Name | Description | |
---|---|---|
![]() | PdfMatrix Constructor | Overloaded. |
Name | Description | |
---|---|---|
![]() | M11 | Gets or sets the m11 element. |
![]() | M12 | Gets or sets the m12 element. |
![]() | M21 | Gets or sets the m21 element. |
![]() | M22 | Gets or sets the m22 element. |
![]() | TX | Gets or sets the tx element. |
![]() | TY | Gets or sets the ty element. |
Name | Description | |
---|---|---|
![]() | InverseTransformPoint | Overloaded. Applies the geometric transform represented by the inverse of this matrix to a specified point. |
![]() | InverseTransformPoints | Applies the geometric transform represented by the inverse of this matrix to the specified array of points. |
![]() | Invert | Inverts this matrix object. |
![]() | Multiply | Overloaded. Multiplies this matrix by the matrix specified in the matrix parameter. |
![]() | Rotate | Prepend to this matrix a clockwise rotation, around the origin and by the specified angle. |
![]() ![]() | RotatedMatrix | Creates a matrix with a rotation as the initial value. |
![]() | Scale | Applies the specified scale vector to this Matrix by prepending the scale vector. |
![]() ![]() | ScaledMatrix | Creates a matrix with a scaling as the initial value. |
![]() | TransformPoint | Overloaded. Applies the geometric transform represented by this matrix to a specified point. |
![]() | TransformPoints | Overloaded. Applies the geometric transform represented by this matrix to a specified array of points. |
![]() | TransformVector | Overloaded. Applies only the scale and rotate components of this matrix to the specified point. |
![]() | TransformVectors | Applies only the scale and rotate components of this matrix to the specified array of points. |
![]() | Translate | Applies the specified translation vector (tx and ty) to this matrix by prepending the translation vector. |
![]() ![]() | TranslatedMatrix | Creates a matrix with a translation as the initial value. |