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Maxima—A Computer Algebra System

Finite Elements Using Maxima, 2019
This chapter summarizes a few basic operations of the computer algebra system Maxima, as well as the internet links to download the software. The few topics covered are basic arithmetics, definition of variables and functions etc. For a comprehensive introduction, the reader is referred to the available literature.
A. Öchsner, R. Makvandi
semanticscholar   +2 more sources

Specialized computer algebra system GINV

Programming and Computer Software, 2008
Computer algebra system GINV (Grobner INVolutive) is presented. It is designed for studying and solving systems of algebraic, differential, and difference equations of polynomial type by their completion to involution. The system is based on algorithms for constructing involutive Janet and Janet-like bases for polynomial ideals and modules, as well as ...
Y. A. Blinkov, V. Gerdt
semanticscholar   +2 more sources

Implementation of Geometric Algebra in Computer Algebra Systems

Programming and Computer Software, 2023
For describing specialized mathematical structures, it is preferable to use a special formalism rather than a general one. However, tradition often prevails in this case. For example, to describe rotations in the three-dimensional space or to describe motion in the Galilean or Minkowski spaces, vector (or tensor) formalism, rather than more specialized
Gevorkyan M.N.   +4 more
openaire   +3 more sources

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