fontconfig/doc/fcmatrix.fncs

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@FUNC@ FcMatrixInit
@PURPOSE@ initialize an FcMatrix structure
@TYPE1@ FcMatrix *
@ARG1@ matrix
@DESC@
<function>FcMatrixInit</function> initializes <parameter>matrix</parameter>
to the identity matrix.
@@
@FUNC@ FcMatrixCopy
@PURPOSE@ Copy a matrix
@TYPE1@ const FcMatrix *
@ARG1@ matrix
@DESC@
<function>FcMatrixCopy</function> allocates a new FcMatrix
and copies <parameter>mat</parameter> into it.
@@
@FUNC@ FcMatrixEqual
@PURPOSE@ Compare two matrices
@TYPE1@ const FcMatrix *
@ARG1@ matrix1
@TYPE2@ const FcMatrix *
@ARG2@ matrix2
@DESC@
<function>FcMatrixEqual</function> compares <parameter>matrix1</parameter>
and <parameter>matrix2</parameter> returning FcTrue when they are equal and
FcFalse when they are not.
@@
@FUNC@ FcMatrixMultiply
@PURPOSE@ Multiply matrices
@TYPE1@ FcMatrix *
@ARG1@ result
@TYPE2@ const FcMatrix *
@ARG2@ matrix1
@TYPE3@ const FcMatrix *
@ARG3@ matrix2
@DESC@
<function>FcMatrixMultiply</function> multiplies
<parameter>matrix1</parameter> and <parameter>matrix2</parameter> storing
the result in <parameter>result</parameter>.
@@
@FUNC@ FcMatrixRotate
@PURPOSE@ Rotate a matrix
@TYPE1@ FcMatrix *
@ARG1@ matrix
@TYPE2@ double
@ARG2@ cos
@TYPE3@ double
@ARG3@ sin
@DESC@
<function>FcMatrixRotate</function> rotates <parameter>matrix</parameter>
by the angle who's sine is <parameter>sin</parameter> and cosine is
<parameter>cos</parameter>. This is done by multiplying by the
matrix:
<programlisting>
cos -sin
sin cos
</programlisting>
@@
@FUNC@ FcMatrixScale
@PURPOSE@ Scale a matrix
@TYPE1@ FcMatrix *
@ARG1@ matrix
@TYPE2@ double
@ARG2@ sx
@TYPE3@ double
@ARG3@ dy
@DESC@
<function>FcMatrixScale</function> multiplies <parameter>matrix</parameter>
x values by <parameter>sx</parameter> and y values by
<parameter>sy</parameter>. This is done by multiplying by
the matrix:
<programlisting>
sx 0
0 sy
</programlisting>
@@
@FUNC@ FcMatrixShear
@PURPOSE@ Shear a matrix
@TYPE1@ FcMatrix *
@ARG1@ matrix
@TYPE2@ double
@ARG2@ sh
@TYPE3@ double
@ARG3@ sv
@DESC@
<function>FcMatrixShare</function> shears <parameter>matrix</parameter>
horizontally by <parameter>sh</parameter> and vertically by
<parameter>sv</parameter>. This is done by multiplying by
the matrix:
<programlisting>
1 sh
sv 1
</programlisting>
@@