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If you wanted to debug your code in a C language debugger, you could set the option 'Debug' to be True. The default 'SystemCompileOptions' setting is '/O2', which gives optimized code.

Tested versions of Microsoft Visual Studio. To use the package, it must first be loaded. Environment variables are set up by some compilers that have an installer -for example, the Visual Studio sets up an environment variable that indicates its location. Typically, compilers can be found by environment variables or on the path. When the CCompilerDriver package is initialized, it tries to find compilers that are supported and that it can find on your machine. In addition, it will give you an idea about how you can support a compiler that is not listed here. It discusses how the package chooses which compiler to use and how you can change the compiler. This section describes how the CCompilerDriver package works with different compilers. It is also useful for building WSTP executables as well as Wolfram Libraries (dynamic link libraries that can be linked into the Wolfram Language). It is called automatically by the Wolfram System compiler when you set the option CompilationTarget to 'C'. It lets you build executables, libraries, and object files from C source code.

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* Enhanced Fourier Analysis:Explicit Fourier series are now fully integrated into Mathematica's symbolic capabilities.The CCompilerDriver package lets you work with C compilers that are installed on your computer. * New Categories of Special Functions:q Functions, L Functions, and a range of other functions join the world's largest collection of special functions.

* New Number Theory Capabilities:New aspects of analytic, multiplicative, and additive number theory are now available in computational form. * Integer Sequence Analysis:Mathematica 7 introduces a suite of new approaches to the analysis and recognition of integer sequences. * Finite Group Theory: Data and algorithms on finite groups are now integrated into the Mathematica system. * Transcendental Roots:Introducing the first-ever systematic algorithmic treatment of roots of transcendental equations. * Differential & Difference Roots: A breakthrough allows direct handling of implicit solutions of differential and difference equations-dramatically generalizing the concept of special functions. * Delay Differential Equations:DDEs are now an integral part of Mathematica's automatic numerical differential equation solving capabilities. * Discrete Calculus: Solve a new generation of discrete problems with the first-ever comprehensive system for discrete symbolic calculus.

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* Apply high-performance Boolean analysis, optimization, and verification to systems with thousands of variables-all integrated into the Mathematica workflow. * Industrial-Strength Boolean Computation * Comprehensive Spline Support:The world's most general splines, in any number of dimensions, fully integrated into computation and graphics. * Vector & Field Visualization: Create automatically optimized visualizations of vector fields and streamlines-for fluids, electrodynamics, and other fields. * New Graphics Primitives:Tubes, rounded rectangles, and 3D arrows join the powerful primitives integrated into Mathematica's graphics system. * Automated Charting Graphics: Algorithmic information visualization takes a major step forward by using Mathematica's symbolic architecture, flexible graphics, and automatic computational aesthetics.

* Built-In Parallel Computing: Take advantage of the latest multicore processors with Mathematica's new automatic parallel computing technology-seamlessly parallelizing your computations. * Built-In Image Processing & Analysis:Introducing a new generation of industrial-strength image processing, built into Mathematica's integrated algorithm, programming, and interface platform.

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