# mathematical software

> software to model, analyze or calculate numeric, symbolic or geometric data

**Wikidata**: [Q1639024](https://www.wikidata.org/wiki/Q1639024)  
**Wikipedia**: [English](https://en.wikipedia.org/wiki/Mathematical_software)  
**Source**: https://4ort.xyz/entity/mathematical-software

## Summary
Mathematical software is software designed to model, analyze or calculate numeric, symbolic or geometric data, falling under the category of science software with applications in education, research, and professional fields.

## Key Facts
- It is defined as software to model, analyze or calculate numeric, symbolic or geometric data.
- It belongs to the software category of science software.
- It has 12 sitelink counts from Wikipedia.
- Available in multiple languages including Arabic, Azerbaijani, Bosnian, German, English, Spanish, Persian, Japanese, Korean, and Macedonian.
- Has an ACM classification code of 10003705 (2012).
- Part of the main category: Category:Mathematical software.
- Has a Microsoft Academic ID (now discontinued): 2778400913.
- Related to computer algebra systems like GiNaC and tools such as Emacs Calc and Microsoft Mathematics 4.0.

## FAQs
### Q: What are some examples of mathematical software?
A: Examples include GiNaC (computer algebra system), Emacs Calc (advanced desk calculator), Microsoft Mathematics 4.0 (mathematics education application), and MPFI (library for arbitrary precision interval arithmetic).

### Q: What is the purpose of mathematical software?
A: It enables modeling, analyzing, and calculating numeric, symbolic, or geometric data, supporting complex mathematical operations that would be impractical to perform manually.

### Q: How is mathematical software used in education?
A: Tools like Microsoft Mathematics 4.0 serve as mathematics education applications, while others like Emacs Calc provide advanced computational capabilities within educational environments.

## Why It Matters
Mathematical software has revolutionized mathematical problem-solving by enabling complex calculations and analyses that would be impossible or impractical manually. It has become essential in education, research, engineering, and scientific computing, allowing users to model real-world phenomena, perform symbolic computations, and analyze geometric data with precision and efficiency. This technology has democratized access to advanced mathematical tools, supporting both academic research and practical applications across various disciplines.

## Notable For
- Provides specialized tools for mathematical operations beyond basic calculations
- Includes computer algebra systems, dynamic geometry software, and function plotters
- Supports arbitrary precision arithmetic and interval arithmetic
- Used in both educational and professional contexts
- Has a wide range of applications from basic education to advanced research

## Body
### Types and Categories
Mathematical software can be categorized based on functionality:
- **Computer algebra systems**: Tools like GiNaC that manipulate symbolic mathematical expressions
- **Desk calculators and mathematical tools**: Applications such as Emacs Calc that provide advanced computational capabilities
- **Mathematics education applications**: Software like Microsoft Mathematics 4.0 designed for educational purposes
- **Specialized libraries**: Modules like MPFI for arbitrary precision interval arithmetic

### Development and History
The field of mathematical software has evolved significantly, with various tools developed for different purposes and platforms. Early systems focused on basic calculations, while modern software incorporates advanced features like symbolic computation and geometric analysis.

### Applications
Mathematical software is used across multiple domains:
- **Education**: Tools like Microsoft Mathematics 4.0 help students learn mathematical concepts and solve problems
- **Research**: Researchers use computer algebra systems and specialized libraries for complex mathematical modeling
- **Engineering**: Engineers apply mathematical software for simulations, optimization, and design calculations
- **Scientific computing**: Scientists utilize software for data analysis, statistical modeling, and numerical methods

### Technical Features
Many mathematical software applications include:
- Support for both numeric and symbolic calculations
- Geometric visualization capabilities
- Integration with programming environments
- Advanced mathematical functions and algorithms

### Community and Resources
The mathematical software community maintains various resources including:
- Stack Exchange tags for mathematical software discussions
- Wikipedia and Wikidata entries providing comprehensive information
- Multiple language translations for accessibility

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## References

1. Freebase Data Dumps. 2013
2. Quora
3. [Source](https://www.abs.gov.au/AUSSTATS/abs@.nsf/DetailsPage/1297.02008?OpenDocument)
4. [OpenAlex](https://docs.openalex.org/download-snapshot/snapshot-data-format)