Academics
Admissions & Aid
Student Life
About
Info For
Mathematica is installed in the following locations:
To request Mathematica Desktop, Mathematica Online, and Wolfram|Alpha Pro, follow the directions below.
Are you interested in putting Mathematica elsewhere? Please let IT or Andy Dorsett at Wolfram Research know.
These tutorials are excellent for new users, and can be assigned to students as homework to learn Mathematica outside of class time.
This tutorial helps you get started with Mathematica—learn how to create your first notebook, run calculations, generate visualizations, create interactive models, analyze data, and more.
Use this tutorial to learn about solving math problems in the Wolfram Language—from basic arithmetic to integral calculus and beyond.
Provides a list of new functionality in Mathematica 12, and links to documentation and examples for these new features—including blockchain management, audio processing, machine learning and neural networks, and text and language processing.
Access step-by-step instructions ranging from how to create animations to basic syntax information.
Browse Wolfram’s large collection of learning materials and support resources.
Learn to use Wolfram Notebooks for computing, programming, generating reports and creating presentations with this interactive course.
New to Wolfram|Alpha? Take a tour to learn what you can do with Wolfram|Alpha, and explore additional features you get with Wolfram|Alpha Pro.
Explore the immense range of areas covered by Wolfram|Alpha’s knowledge base.
Mathematica offers an interactive classroom experience that helps students explore and grasp concepts, plus gives faculty the tools they need to easily create supporting course materials, assignments, and presentations.
Learn how to make your classroom dynamic with interactive models, explore computation and visualization capabilities in Mathematica that make it useful for teaching practically any subject at any level, and get best-practice suggestions for course integration.
Learn how to create a slideshow presentation that combines graphics, calculations, and nicely formatted text, with live calculations or animations.
Download pre-built, open-code examples from a daily-growing collection of interactive visualizations, spanning a remarkable range of topics.
Access on-demand and live courses on using Mathematica, Wolfram|Alpha, and other Wolfram technologies in your classroom.
Get an overview of Wolfram|Alpha and learn how to integrate its powerful knowledge into the K-12 classroom. Different ways of accessing Wolfram|Alpha, using prebuilt widgets in your classroom, and resources available to educators will be discussed.
This workshop showed off many exciting new Wolfram|Alpha features for students and teachers. Learn how to use Wolfram|Alpha to inspire authentic learning in your classroom with access to real-world data.
Explore functions and their derivatives, integrals and limits using the Wolfram Language. This session shows practice problems with the Wolfram Problem Generator and lesson plans and tips on using Wolfram|Alpha in your calculus classroom.
Learn about using Wolfram|Alpha for your physics class computations to complement your existing curricula. Interesting blog posts and online resources are shared that help foster curiosity in areas such as mechanics, particle physics, optics and others.
Access a wide range of socioeconomic and demographic data, currency computations, financial indicators and country data using natural language input. Create stunning visualizations and examine financial equations such as mortgage and annuity through rigorous algorithms.
Rather than requiring different toolkits for different jobs, Mathematica integrates the world’s largest collection of algorithms, high-performance computing capabilities, and a powerful visualization engine in one coherent system, making it ideal for academic research in just about any discipline.
Explore what’s possible with the Wolfram Language, including programming fundamentals and concepts, built-in functions, symbolic expressions, and tips for better, faster coding.
Learn how to create programs that take advantage of multicore machines or available clusters.
Learn what areas of Mathematica are useful for specific fields.
