doc::lua-oocairo-matrix(3)				       Lua OO Cairo binding					doc::lua-oocairo-matrix(3)

Name
       lua-oocairo-matrix - Transformation matrix table

Introduction
       Matrix objects are used in Cairo to represent affine transformations like rotation and scaling.	They are used for transforming both fonts
       and paths drawn on surfaces.

       This binding uses normal Lua tables for matrices, with each matrix being an array of six numbers.  You can use any such table when
       supplying a matrix to a method, but the ones returned by this module have a metatable set so that the methods listed below can be called on
       it.

       The "matrix_create" function in the module table can be used to create a new identity matrix.

Methods
       The following methods can be called on a matrix object.	Unless otherwise stated they do not return any values.	The transformations alter
       the matrix you supply by adjusting the numbers in the table, rather than creating a new table.

       mat:invert ()
	   Set mat to its inverse, which will result in a transformation which reverses what it did originally.  Not all matrices have an inverse,
	   and if none can be found then an exception will be thrown.

       mat1:multiply (mat2)
	   Multiply mat1 by mat2, leaving mat2 unchanged.  This has the effect of combining the transformations represented by the two matrices.

       mat:rotate (ang)
	   Apply a rotation by ang radians to mat.

       mat:scale (sx, sy)
	   Apply a scaling transformation to mat.

       mat:transform_distance (x, y)
	   Transform the distance given, using mat, and return two numbers giving the resulting distance.  This will have the same effect as
	   "mat:transform_point()" but without any translation taking place.

       mat:transform_point (x, y)
	   Transform the position of the coordinates, which must be numbers, to the matrix, and return two numbers giving the resulting position.

       mat:translate (x, y)
	   Apply a translation to mat.

1.4								    2011-05-18						doc::lua-oocairo-matrix(3)