Math software questions .

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In summary, Math software such as Maple, Matlab, and Mathcad have practical applications in research as they allow for complex tasks to be performed more quickly and with fewer errors. Each software has its own strengths and is used for different purposes, such as Matlab for matrix operations and scientific device interfacing, Maple for consistent syntax and general tasks, and Mathematica for advanced CAS capabilities. These software options also have extensive programming languages and come at varying costs, with student licenses available at a lower price.
  • #1
marcusesses
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Math software questions...

I was just wondering what practical applications using programs like Maple, Matlab and Mathcad have? I want to learn one (maybe all) of these programs, but I'm not exactly sure what they do...how are they helpful in doing research? Why are they so valuable? Any input is good, since I'm new to the math software, so just chuck it out there...
 
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In doing research complex tasks can be performed far more quickly, with less errors, and are overall possible within a reasonable timespan ... I'd suggest you visit the official websites, they've a number of "case studies" and examples on practical applications ... unless you've some specific in mind (I'm finding it difficult to convert to words that I spend pretty much 24/7 with these and related software, doing pretty much all tasks with them :biggrin: ) ?.
 
  • #3
In depends on what you generally want. If you're wishing to become an engineer, you'll probably run across Matlab more times that you'd care to. If you're still in school, Maple seems to be the choice of most students. There's also Mathematica, which is much more complex than Maple, that researchers tend to use for various fields.

I'll give you a run-down of the features of each. Matlab has excellent matrix operation algorithms as well as support for interfacing with scientific devices. Matlab does have a CAS, however, it does not have any sort of "pretty-print" support that I'm aware of, at least. Generally, Matlab is used for ODE solving and calculations involving matrices.

Maple, in my opinion, has the most consistent syntax out of all the options that I've listed here. It's fairly easy and productive to use. You'll be able to right click on output that Maple may give for something, and you'll be able to perform an operation on it. Say, you define a function, and you'd like to plot it or differentiate it with respect to some variable. All of this is available under the menu.

Mathematica, tended for a more advanced audience, has a much more complex CAS than Maple has. Mathematica is capable of performing Calculus (integration, differentiation, limits, etc.) on a wider range of functions than Maple can do. Mathematica has a slightly more inconsistent syntax. I feel bad for anyone that has to plot vector fields with it (not fun!). Mathematica's plotting capabilities aren't as great as Maple's or Matlab's, either.

Mathematica and Matlab, both, feature an extensive programming language, also - making it very efficient at doing long, drawn-out, calculations. Maple has it's own language, as well; however, I don't consider it as feature-full as Mathematica or Matlab, though.

Matlab out of all of these has the best plotting featres. Maple has the most consistent syntax, and is decent all-around for tasks. Mathematica has the most advanced CAS and the worst plotting capabilities.

Mathematica and Matlab are more expensive than Maple. Mathematica typically runs around about $3k for a full license on all supported platforms. Matlab runs about the same. Maple runs around $1k, for all supported platforms. If you're a student and willing to go with a student license, all of the above products cost around about $150. The student license typically diminishes some of the capabilities of the product or places a time limit on the validity of the license.
 

Related to Math software questions .

1. What is math software?

Math software is any computer program or application that is designed to perform mathematical calculations and solve mathematical problems.

2. What are the benefits of using math software?

Using math software can help to make complex calculations and problem-solving faster and more accurate. It also allows for visual representation of mathematical concepts and data, making it easier to understand and analyze.

3. What are some popular math software programs?

Some popular math software programs include Wolfram Mathematica, MATLAB, Maple, and GeoGebra. These programs are commonly used in academic and research settings.

4. Can math software be used for education purposes?

Yes, many math software programs have educational versions or features that are tailored to assist in teaching and learning mathematical concepts. They can also be used for creating interactive and engaging math lessons.

5. Is math software only used for advanced math and equations?

No, math software can be used for a wide range of mathematical topics and levels, from simple arithmetic to advanced calculus. Some programs also have features for creating graphs, statistics, and geometry.

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