Maxima

Maxima

Maxima


Maxima is a project created through the Macsyma program, an algebra program created by the Massachusetts Institute of Technology, which has become a a leader in its field and has provided the base for applications such as Mathematica and Maple. Among the operations supported by Maxima are differentiation, integration, Taylor series expansion, Laplace transforms, ordinary differential equations, systems of linear equations and vectors, matrices and tensors. Given the large number of functions included by default in the program, it is very recomendabe have on hand the programme documentation, which is also available in Spanish. Maxima features the wxMaxima GUI, which can display graphical representations of the functions you use in the program.


08 May 2024
Title Maxima
Size 144.1 MB
Price free of charge
Category Applications
Developer Andrej Vodopivec
System Windows
144.1 MB
4

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The content of games with a PEGI 3 rating is considered suitable for all age groups. The game should not contain any sounds or pictures that are likely to frighten young children. A very mild form of violence (in a comical context or a childlike setting) is acceptable. No bad language should be heard.

Equivalent to E (low end) and EC (which is no longer used). 435 titles were rated PEGI 3 in 2020.
PEGI Rating

Maxima installation

download

Click on the Download button to start downloading Maxima for Windows from Maombi.com

open

Open the .exe installation file in the Downloads folder and double click it

props

Follow the instructions in the pop-up window to install Maxima on Windows Desktop

run

Now you can open and run Maxima on your PC

Maxima overview

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    Приложение для математических вычислений предлагает широкий спектр функций для работы с алгебраическими выражениями и интегралами. Удобный интерфейс позволяет легко дифференцировать, упрощать и интегрировать выражения. Приложение также поддерживает вычисление бета-функций и градиентов. Дополнительные возможности включают построение 2D и 3D графиков, а также решение дифференциальных уравнений.

Maxima

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