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Derive:
Developing your solution is easy with intuitive, natural math entry of your expressions, context-sensitive menus, and interactive assistants that take you through the derivation process, quickly and error-free.
Analyze:
Maple provides thousands of functions for integral transforms, ODE, PDE, and DAE solving, linear algebra, statistics, signal processing, and much more. Maple’s computational engine can tackle your most complex mathematical problems.
Optimize:
You can use Maple’s interactive tools to try out different “what-if” scenarios to arrive at the best possible parameter values. Within Maple, you can also take advantage of some of the most advanced optimization techniques in the world.
Validate:
Maple provides many tools to help you demonstrate and validate your solution. Computational and visualization features, including simulations, animations, and correlations with experimental data, ensure that you have the best possible solution given your design constraints.
Deploy:
Once you are satisfied with your solution, Maple provides many options for deploying your work throughout your organization, including distributing live technical documents, sharing applications over the web through MapleNet™, using connectivity features to pass results to other products in your toolchain, and code generation. |
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