Expos
Welcome to the home of Expos, a top-tier software solution developed by ExposCAD Software. This innovative program is designed to cater to the needs of exhibition ...
Maxima 5.44.0
Symbolic and numerical mathematics systemMaxima is an open-source computer algebra system for symbolic and numerical mathematics. It differentiates and integrates expressions, expands Taylor series, handles Laplace transforms, solves ordinary differential equations and linear systems, and works with polynomials, matrices, vectors, and tensors. Exact fractions and adjustable-precision arithmetic support accurate calculations, while 2D and 3D plotting helps visualize functions and data.
Maxima 5.44.0 details
| Author: | Sourceforge |
| License: | Open Source |
| Price: | FREE |
| Released: | Jun 9, 2020 |
| File size: | 131.50 MB |
| Downloads: | 547 |
| Keywords: | equation solver, Laplace transforms, open-source software, laplace transform software, symbolic math software, Sourceforge, computer algebra system, mathematical computation, Windows 10 compatible, symbolic, x64 software, numerical calculation tool, numerical expression, symbolic symbolic, 2d 3d math plotting, numerical, Maxima, expression |
| Author URL: | https://sourceforge.net/ |
Maxima Awards
Maxima for Windows 10 - Full description
Maxima is a computer algebra system for working with mathematical expressions both symbolically and numerically. It is suited to students, educators, engineers, and researchers who need to explore equations, perform calculations, or examine mathematical models. Instead of treating every input as an approximate number, Maxima can preserve exact forms such as fractions and use arbitrary-precision arithmetic when a calculation calls for controlled numeric precision.
Its symbolic tools cover differentiation and integration, Taylor series, Laplace transforms, and operations on polynomials. These capabilities let users transform expressions, find derivatives or integrals, and prepare equations for further analysis. Maxima also works with ordinary differential equations and systems of linear equations, making it useful for solving problems where several unknowns or relationships must be handled together. Results can remain in symbolic form, which helps retain structure that would be lost by converting everything to decimal approximations.
For numerical work, Maxima supports exact fractions, arbitrary-precision integers, and variable-precision floating-point values. Users can choose approaches that suit the task, from exact arithmetic for algebraic calculations to adjustable precision for numerical results. The system also represents sets, lists, vectors, matrices, and tensors, supporting calculations that involve collections of values or multidimensional data. Its plotting features display functions and data in both two and three dimensions, providing a way to inspect behavior and relationships visually.
These tools can be used for classroom exercises, symbolic derivations, equation solving, numerical experimentation, and plotting mathematical data. A typical workflow can begin with an expression or equation, continue through symbolic transformations or numerical evaluation, and end with a plot for visual analysis. Maxima brings these capabilities together in one mathematical system, so the same work can move between algebraic manipulation, calculations, and visualization.
Maxima is open-source software and is available for Windows, including Windows 10. Its broad mathematical scope makes it useful for users comfortable expressing problems in a computer algebra system; it is focused on calculation and analysis rather than serving as a general-purpose office or spreadsheet application. The project continues to involve bug fixing, code cleanup, and documentation work, alongside its established symbolic, numerical, equation-solving, and plotting functions.