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Each command in the CodeGeneration package can be accessed by using the long form or the short form of the command in the command calling sequence.

Long form

CodeGeneration:-C([[x, 2*y], [5, z]]);

Short form

with(CodeGeneration);

C([[x, 2*y], [5, z]]);

$\mathrm{with}\left(\mathrm{CodeGeneration}\right)$

$\left[C\,\mathrm{CSharp}\,\mathrm{Fortran}\,\mathrm{IntermediateCode}\,\mathrm{Java}\,\mathrm{JavaScript}\,\mathrm{Julia}\,\mathrm{LanguageDefinition}\,\mathrm{Matlab}\,\mathrm{Names}\,\mathrm{Perl}\,\mathrm{Python}\,R\,\mathrm{Save}\,\mathrm{Swift}\,\mathrm{Translate}\,\mathrm{VisualBasic}\right]$

$C\left(x+y+z-2xz\right)$

cg = -2 * x * z + x + y + z;

$\mathrm{Matlab}\left(\left[\left[x\,2y+z\right]\,\left[xy\,z\right]\right]\right)$

cg0 = [x 2 * y + z; x * y z;];

$\mathrm{VisualBasic}\left(\left[s=1.0+x\,t=\ln \left(s\right)\exp \left(-x\right)\,r=\exp \left(-x\right)+xt\right]\right)$

s = 0.10E1 + x
t = Log(s) * Exp(-x)
r = Exp(-x) + x * t

For more information including:

options available to alter the translated output

extending the CodeGeneration package using the LanguageDefinition subpackage

see the Details of the CodeGeneration Package help page.