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  1. Programming and Computer Software
  2. Programming and Computer Software : Volume 43
  3. Programming and Computer Software : Volume 43, Issue 2, March 2017
  4. MathPartner computer algebra
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Programming and Computer Software : Volume 43
Programming and Computer Software : Volume 43, Issue 3, May 2017
Programming and Computer Software : Volume 43, Issue 2, March 2017
Revealing matrices of linear differential systems of arbitrary order
A real variety with boundary and its global parameterization
Discretization of quasilinear evolution equations by computer algebra methods
Application of computer algebra methods for investigation of stationary motions of a gyrostat satellite
Application of computer algebra for the reconstruction of surfaces from their photometric stereo images
Evaluating the rational generating function for the solution of the Cauchy problem for a two-dimensional difference equation with constant coefficients
MathPartner computer algebra
Partial algorithms for satellite unknowns determination
On testing the existence of universal denominators for partial differential and difference equations
Programming and Computer Software : Volume 42
Programming and Computer Software : Volume 41
Programming and Computer Software : Volume 40
Programming and Computer Software : Volume 39
Programming and Computer Software : Volume 38
Programming and Computer Software : Volume 37
Programming and Computer Software : Volume 36
Programming and Computer Software : Volume 35
Programming and Computer Software : Volume 34
Programming and Computer Software : Volume 33
Programming and Computer Software : Volume 32
Programming and Computer Software : Volume 31
Programming and Computer Software : Volume 30
Programming and Computer Software : Volume 29
Programming and Computer Software : Volume 28
Programming and Computer Software : Volume 27
Programming and Computer Software : Volume 26

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MathPartner computer algebra

Content Provider Springer Nature Link
Author Malaschok, G. I.
Copyright Year 2017
Abstract In this paper, we describe general characteristics of the MathPartner computer algebra system (CAS) and Mathpar programming language thereof. MathPartner can be used for scientific and engineering calculations, as well as in high schools and universities. It allows one to carry out both simple calculations (acting as a scientific calculator) and complex calculations with large-scale mathematical objects. Mathpar is a procedural language; it supports a large number of elementary and special functions, as well as matrix and polynomial operators. This service allows one to build function images and animate them. MathPartner also makes it possible to solve some symbolic computation problems on supercomputers with distributed memory. We highlight main differences of MathPartner from other CASs and describe the Mathpar language along with the user service provided.
Starting Page 112
Ending Page 118
Page Count 7
File Format PDF
ISSN 03617688
Journal Programming and Computer Software
Volume Number 43
Issue Number 2
e-ISSN 16083261
Language English
Publisher Pleiades Publishing
Publisher Date 2017-03-24
Publisher Place Moscow
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Computer Science Software Engineering/Programming and Operating Systems Operating Systems Software Engineering Artificial Intelligence (incl. Robotics)
Content Type Text
Resource Type Article
Subject Software
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