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	AceFEM The Mathematica Finite Element Environment
	AceFEM is a general finite element environment designed to solve multi-physics and multi-field problems. Using Mathematica, the program provides both extensive symbolic capabilities and the numeric efficiency of a commercial finite element environment. AceFEM has two components. The main part of the package handles procedures that are not numerically intensive, such as processing of user-input data, mesh generation, control of the solution procedures, and graphic post-processing of results. The numerical module handles numerically intensive operations such as evaluating and assembling finite element (FE) quantities (including tangent matrix, residual, sensitivity vectors, etc.), solving linear systems of equations, and performing contact search procedures. The numerical module exists both as a Mathematica package and as an external program written in C and connected with Mathematica via MathLink.

	AceGen Multi-language, Multi-environment Numerical
	AceGen provides an optimal environment for designing and implementing numerical code. It is designed to approach especially hard problems, such as analytical sensitivity analysis of complex multi-field problems, where general strategies to efficiently formulate numerical procedures have not yet been established. AceGen automatically derives formulas needed in numerical procedures. Symbolic derivation of the characteristic quantities (e.g. gradients, tangent operators, sensitivity vectors, etc.) can erroneously lead to exponential behavior of derived expressions, both in time and space. The new approach in AceGen avoids this problem by combining several techniques with the symbolic and algebraic capabilities of Mathematica: automatic differentiation, automatic code generation, simultaneous optimization of expressions, and theorem-proving via stochastic evaluation of expressions.

	Analog Insydes The Intelligent Symbolic Design System for Analog Circuits
	Analog Insydes is a Mathematica application package for modeling, analysis, and design of analog electronic circuits, tailored specifically for industrial applications. With Analog Insydes and Mathematica you can do all of the following in one integrated environment: - Describe linear and nonlinear circuits and control systems by means of hierarchical netlists - Set up circuit equations from netlists in the frequency and time domains - Compute transfer functions symbolically - Extract approximated symbolic design formulas - Simulate transient responses of nonlinear dynamic circuits - Visualize your analysis results with custom graphics functions - Document your work with text, formulas, and circuit schematics

	Control System Professional Comprehensive Control System Environment with Integrated Symbolic Capability
	Control System Professional offers an object-oriented environment for solving common problems in control and systems areas within Mathematica. This robust application package covers all steps from creating and manipulating symbolic and numeric models to analyzing, designing, and simulating control systems. With Control System Professional, you can use analytical solutions to study relationships between design elements, gain added insight into complex composite systems, and use numerical solutions for plotting and testing.

	Derivatives Expert Innovative Securities and Derivatives Analysis Software
	Derivatives Expert is a complete, fully integrated suite of functions for doing complex financial analysis and engineering for exchange and over-the-counter (OTC) traded securities and derivatives. Derivatives Expert fills a unique niche in the market for high-end financial analysis tools by providing financial engineers with an easy-to-use desktop environment for exploring, prototyping, and testing financial models without the programming overhead of larger, less-integrated systems. This environment makes Derivatives Expert an indispensable desktop tool for all serious financial analysts, brokers, traders, investment bankers, portfolio managers, treasurers, and financial consultants. In addition, Derivatives Expert integrates directly with large, high-performance network systems such as IBM WebSphere, and Oracle.

	Digital Image Processing Powerful, fast image processing and analysis
	Digital Image Processing fully integrates with Mathematica to offer more sophisticated analyses on the desktop than any standard image-processing software. Designed for professionals and students, the package provides an ideal framework for creating and automating custom analyses and prototyping procedures as well as for developing new algorithms.

	Experimental Data Analyst Fitting, visualization and error analysis with the power of Mathematica
	From extensive data fitting capabilities to data visualization and transformation, Experimental Data Analyst provides you with an impressive new set of detailed programs and packages that help you get the most out of your experimental data. A wide array of examples that include real experimental data quickly gets you up and running on your own projects and helps you harness the power and flexibility of Mathematica.

	Finance Essentials Design and Analyze Proprietary Financial Systems
	Finance Essentials is specifically designed for traders, investment analysts, portfolio managers, and others in the financial community with critical tasks in data analysis and strategy design. Use it to rapidly build customized proprietary applications, test and evaluate trading and hedging strategies, and evaluate assets using the CAPM.

	Fuzzy Logic The Most Flexible Environment for Exploring Fuzzy Systems
	Fuzzy Logic brings you an essential set of tools for creating, modifying, and visualizing fuzzy sets and fuzzy logic-based systems. Ideal for engineers, researchers, and educators, Fuzzy Logic provides practical examples that introduce you to basic concepts of fuzzy logic and demonstrate how to effectively apply the tools in the package to a wide variety of fuzzy system design tasks. Experienced fuzzy logic designers will find it easy to use the package to research, model, test, and visualize highly complex systems.

	Geometrica Exact Drawing and Geometry
	Geometrica is designed to be an encyclopedia of geometry. Because it uses the symbolic engine of Mathematica, the drawing is exact, many theorems are integrated, and tests of validity can be performed. List processing is embedded in most functions so that complex commands can be performed with concise statements. Adding legends to a figure is an example of that feature.

	GeometricalGeodesy Advanced Geodetic Computation in Mathematica
	GeometricalGeodesy implements everything necessary for fundamental geodesy and analytical cartography. It computes coordinates in various data and coordinate systems, contains algorithms for classical forward and inverse problems, and enables computations with the extended Newton-Raphson, Robbins, and Vincenty methods. A large selection of reference ellipsoids and geodetic data is provided, which can be user-supplemented.

	Geometry Expressions An Interactive Symbolic Geometry Companion to Mathematica
	Geometry Expressions is the world's first interactive symbolic geometry system. Geometric figures can be defined by either symbolic constraints or numeric locations. Measurements on your drawing are not only presented numerically, but also expressed symbolically as mathematical expressions that can be sent to Mathematica via MathLink for analysis. Where Mathematica can be used to automate the analysis of mathematical expressions, Geometry Expressions automates the creation of symbolic expressions in the geometry arena.

	Global Optimization Reliable Global Optimization for Constrained and Unconstrained Nonlinear Functions
	Global Optimization is a collection of functions for constrained and unconstrained global nonlinear optimization. It uses Mathematica as an interface for defining nonlinear systems to be solved and for computing function numeric values. Any function computable by Mathematica can be used as input, including the degree of fit of a model against data, black-box functions, and simulation models. In use since early 1998, the package is well tested by a worldwide community of users.

	Industrial Optimization Local Optimization for Linear, Nonlinear, and Queuing Problems
	Industrial Optimization is a Mathematica application package designed to solve a wide range of optimization problems. It provides established algorithms for linear and nonlinear optimization as well as modern techniques such as genetic programming. Because the package is an add-on for Mathematica, users also have access to the Mathematica programming language and over 1,500 operations that can be used to read, prepare, and analyze data in a single application.

	LensLab Entry-Level Ray-Tracing Package for Mathematica
	LensLab is a Mathematica application package for ray tracing, rendering, and analysis of simple and complex optical systems. Brought to you by the team that created Optica, LensLab lets you define lenses, mirrors, prisms, cavities, ring cavities, Fresnel mirrors and lenses, lens doublets and triplets, pinholes, gratings, pipes, liquid-air interfaces, slits, optical fibers, lasers, amplifiers, beam splitters, screens, baffles, and paraxial components. Regardless of their form, all components can have rectangular, circular, elliptical, or arbitrary polygonal edges. In addition to LensLab's built-in library of lenses, mirrors, prisms, and gratings, new components can be created and existing ones modified with its component-structuring language.

	LinkageDesigner The Mechanism Prototyping System
	LinkageDesigner is a Mathematica application package for virtual prototyping of linkages. It is designed to analyze, synthesize, and simulate linkages with serial chain, tree, and graph structures. Using the symbolic calculation capabilities of Mathematica, it supports fully parametrized linkage definition and analysis. In LinkageDesigner, kinematic structures (such as linkages, mechanisms, etc.) are represented by kinematic graphs of the linkage, where links are vertices and joints are edges.

	machine learning framework Creating Understandable Computational Models from Data
	machine learning framework is a complete solution for business and financial engineers, process and manufacturing engineers, quality assurance professionals, and all experts who want to extract computational models from data. Knowledge engineers and machine learning experts, and others who search for a framework to develop customized solutions, will also benefit from its future-looking fuzzy variants of machine learning algorithms in an open architecture.

	MathCode C++ Rapid Development of Production-Quality Code
	MathCode C++ compiles your Mathematica functions into highly efficient and readable C++ code. Mathematica with MathCode C++ provides a platform for rapid, production-quality code development for heavy simulations and other expensive computations. MathCode C++'s automatic code generation is also a safeguard against the typing errors and associated bugs encountered when using conventional prototyping and implementation methods.

	MathCode F90 Rapid Development of Production-Quality Code
	With MathCode F90 you can generate optimized Fortran 90 code that can be compiled and connected seamlessly into Mathematica.

	Mathematica Link for Excel Bringing the Power of Mathematica to Excel
	With Mathematica Link for Excel, you can have it all: All of the power and sophistication of Mathematica. All of the familiarity and convenience of Excel. Mathematica Link for Excel eliminates the complexities of bridging the two programs, giving you the best of both worlds.

	MathModelica System Designer Professional Model-Based Design for Multiengineering Systems
	MathModelica System Designer Professional makes it possible to develop advanced multiengineering models by simple drag-and-drop construction, making it an ideal platform for multiengineering simulation and model-based design of dynamic systems. It also provides an interactive graphical environment and a customizable set of component libraries.

	MathOptimizer An Advanced Modeling and Optimization System for Mathematica Users
	MathOptimizer enables the global and local numerical solution of a very general class of optimization problems defined by a finite number of real-valued, continuous functions over a finite n-dimensional interval region.

	MechanicalSystems Kinematic and Dynamic Analysis in Mathematica
	Minimize your rigid-body-system design time and explore more design options with MechanicalSystems. This powerful package speeds up your prototyping and simulation tasks, helping you develop and modify complex models as well as instantly visualize and analyze your design changes.

	Neural Networks Train and Analyze Neural Networks to Fit Your Data
	Artificial neural networks have revolutionized the way researchers solve many complex and real-world problems in engineering, science, economics, and finance. Neural Networks capitalizes on the computational power and flexibility of Mathematica to help you utilize this cutting-edge technology.

	Operations Research Constrained Optimization with Applications from Operations Research
	Operations Research is a Mathematica package for solving problems in linear optimization, quadratic programming, shortest-path tasks, and combinatorial optimization and heuristics. With Operations Research and Mathematica, you can solve a broad range of typical problems encountered in university courses and in daily practical work, and can model and solve optimization problems in a very convenient and interactive manner.

	Parallel Computing Toolkit Unleash the Power of Parallel Computing
	Tackle large-scale problems with the power of parallel computing. Engineers, scientists, and analysts will find Parallel Computing Toolkit ideal for product design and problem solving. Educators can use this package in classrooms and labs to quickly convey and explore the concepts of parallel computing. Parallel Computing Toolkit brings parallel computation to anyone with access to more than one processor, regardless of whether the processors are multiprocessor machines, networked PCs, or a Top 500 supercomputer.

	Rayica Integrated Optics Package for Mathematica
	Rayica is a new generation of optical design software. From the team that created Optica, it offers unprecedented flexibility and builds upon the enormous repertoire of symbolic, numeric, and graphic capabilities in Mathematica. With its searchable component database of more than 6800 commercial optical parts, you can design optical systems faster than ever before. Yet Rayica does not limit you to predefined components, nor constrain you by limited script languages.

	SchematicSolver Schematic Capture, Symbolic Solving of Analog and Digital Systems
	SchematicSolver is a Mathematica application package that allows you to create symbolic representations of systems. It provides functionality for system drawing, solving, simulating, processing, and implementation. The knowledge embedded in the representation can be used to generate implementation code or to analytically derive system properties, such as transfer functions or impulse responses. SchematicSolver is ideally suited for linear, nonlinear, analog, or digital systems; algorithm development; modeling; and simulation.

	Statistical Inference Package Application-Oriented Statistical Inference
	The package contains a large collection of discrete and absolutely continuous univariate and multivariate distributions. You can form complicated models from simpler ones. Statistical Inference Package provides many sophisticated statistical regression models, such as univariate/multivariate-linear/nonlinear, logistic, Poisson, multinomial, and more. It uses a new method for calculating profile-likelihood-based confidence intervals for general parametric functions in general parametric statistical models.

	Structural Mechanics Elastic Systems and Finite Elements with Full Symbolic Capability
	Structural Mechanics is not a replacement for huge and expensive finite element analysis (FEA) programs; rather, it is an easy-to-use application that allows you to experiment, gain new insights, and preprocess problems before you launch into computationally expensive and time-consuming finite element modeling.

	Time Series A Fully Integrated Environment for Time-Dependent Data Analysis
	Time Series performs univariate and multivariate analysis and enables you to explore both stationary and nonstationary models. You can select a model to fit your data and obtain estimates of the model's parameters. Choose from standard methods such as Yule-Walker, Levinson-Durbin, long autoregression, Hannan-Rissanen, and others.

	TSi ProPac Control System Design and Multibody Dynamics
	TSi ProPac is an integrated, enhanced version of TSi Dynamics and TSi Controls. The TSi ProPac package enables you to do the following. - Build plant models - Create simulations - Obtain linear models - Design linear controls - Design nonlinear controls - Design adaptive controls - Implement controllers

	UnRisk When Fast-Paced and Accurate Analytics Count
	UnRisk is a tool designed to combine speed with precision in the analysis of financial derivatives. By integrating Mathematica, the world's leading technical computing system, with optimized C++ libraries, UnRisk provides an extremely reliable, ready-built solution that offers both the flexibility of a high-level programming language and the speed necessary for production use.

	Wavelet Explorer New Generation Signal and Image Analysis
	Discover the power of wavelets! Wavelet analysis, in contrast to Fourier analysis, uses approximating functions that are localized in both time and frequency space. It is this unique characteristic that makes wavelets particularly useful, for example, in approximating data with sharp discontinuities.

	A WorkLife FrameWork Extending Mathematica's Reach
	Mathematica is far more than a powerful environment for technical work, discovery, and exposition--with the right tools, it can be the focal point of your larger work life.