Maple
Maple, a trusted math software, combines a potent math engine with an interface to make analysis, exploration, visualization and finding viable mathematical solutions a seamless activity. Maple's powerful symbolic engine and its easy to ue interface makes it a hollistic tool for research, documentation and instruction.
Maple Is Ideal For
Educator
Researcher
Engineer
Student
Maple is Packed With A Whole New Features Including
Organization
Maple has over 6000 functions covering virtually every area of mathematics, including calculus, algebra, differential equations, statistics, linear algebra, geometry, signal processing, data analytics and much more.
Symbolic Math
Maple’s ability to handle symbolic computation makes it an ideal tool for everyone from a school student to a researcher as it retains a level of consistency with standard mathematical notations.
Clickable Math™
Maple allows the use of Clickable Math™, which in turn, helps execute new tasks at the click of a button. Writing fractions as repeating decimals, computing cross products and dot products in multivariate calculus and converting Maple code to the Julia programming language was never as easy.
Documentation
Maple great documentation capabilities allow you to add text that can be extensively formatted along with you Maple command and procedures and also gives you the ability to create interactive documents using pre-build interactive components.
Parallel Computing
Maple takes advantage of the full processing power of your computer, automatically detecting and using all available processor cores to perform many computations in parallel.
Interactivity
Maple offers great interactivity with other tools like MATLAB, Mathematica, Excel, CAD, Internet databases and also allow you to deploy your work in other platforms based on languages like R, Python, Julia, Visual, C# and many more.
Data Insights
Maple allows you to use new statistical analysis and visualization tools to attain deeper insights into your data, which includes principal component analysis and heat maps amongst others.
Explore Concepts
Students can now explore concepts like Monty hal Problem, Fractals, and Sorting Algorithms with Math Apps that make learning a fun activity.
Maple: Tool Boxes
Global Optimization
This toolbox lets you formulate your optimization problems using Maple's strong symbolic engine and then helps you to obtain the optimum solutions for you local and global optimization problems using Maple's strong solvers.
Grid Computing
This toolbox allows you to run higher level computations in Maple in parallel which allows you to make full use of your hardware and thus resulting in exponentially low computaion time.
Quantum Chemistry Toolbox from RDMChem
This allows you to gain greater insights into properties of molecules by letting you design, predict and explore novel molecules using Quantum Chemistry techniques along with Maple's easy-to use environment.
BlockImporter
BlockImporter allows the user the ability to import a Simulink® model into Maple and then use Maple's symboic engine to get a set of mathematical equations.
Maple Player
This is a free application lets students use Maple's interacticty for free. This gives you the chance to view and interact even if you don't have access to Maple.
Application Area
Financial Modelling
Statistics and Data Analysis
Physics
Control Design
Signal Processing
Thermophysical Properties
Maple Companion Maple Companion Mobile App for iOS and Android phones
Now students can check answers to maths problems on algebra, precalculus, calculus, linear algebra, differential equations, and many more by simply using your phone's camera without incurring any cost as Maple is giving free Maple Companion App for iOS and Android phones to do the same.
The Maple Companion lets you:
Simple Steps To Solve All Sorts of Math using Maple Companion Mobile App
Step1 -
Just click your phone camera to upload your math problems into Maple App or use the built-in math editor.
Step2 -
Explore and find integrals, factor polynomials, invert matrices, solve systems of equations, solve ODEs, and much more.
Step3 -
Visualize problems and results to deepen your understanding by creating plots and various other interactive tools.
