Maple is a type of software that enables manipulation and solution of mathematical equations. Maple can be used in teaching and research. For an overview of its capabilities, see the box below.

Pages of this guide concern:

• Access at Lehigh
• Resources and case studies
• Comparison with other softwares
• Training opportunities.

Any questions about use or training, please contact Brian Simboli. For technical help with access issues that may arise, you may contact the help desk.

Below capabilities of Maple was supplied by the vendor in an email:

• Solve math problems easily and accurately, without worrying that you've lost a minus sign somewhere
• Solve math problems quickly that you could never do by hand (or that you wouldn't want to do by hand because life is too short!)
• Solve problems from virtually any branch of mathematics or field that relies on mathematics, such as calculus, algebra, differential equations, statistics, control design, linear algebra, physics, optimization, group theory, differential geometry, signal processing, special functions, number theory, financial modeling, etc. etc.
• Gain insight into your problem, solution, data, or concept using a huge variety of customizable 2-D and 3-D plots and animations
• Keep problems, solutions, visualizations, and explanations all together in a single, easy-to-follow document, so you don't have to waste time reconstructing your thought processes
• Develop complex solutions using a sophisticated programming language designed for mathematics, so your code is shorter, easier to write, easier to debug, and easier to maintain
• Create interactive applications for yourself, your students, or your colleagues, without having to be an expert programmer, and share them over the web