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  1. Programming and Computer Software
  2. Programming and Computer Software : Volume 27
  3. Programming and Computer Software : Volume 27, Issue 1, January 2001
  4. MEG-Eliminations
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Programming and Computer Software : Volume 43
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 27, Issue 6, November 2001
Programming and Computer Software : Volume 27, Issue 5, September 2001
Programming and Computer Software : Volume 27, Issue 4, July 2001
Programming and Computer Software : Volume 27, Issue 3, May 2001
Programming and Computer Software : Volume 27, Issue 2, March 2001
Programming and Computer Software : Volume 27, Issue 1, January 2001
The Scientific Research Seminar on Computer Algebra in 1999–2000
Solution of the Inverse Problem for the Two-Dimensional Discrete Schrödinger Equation Using REDUCE
Representation of Algebraic Functions As Power and Fractional Power Series of Special Type
MEG-Eliminations
Algebraic Perturbation Theory for Hydrogen Atom in Weak Electric Fields
Fast Search for the Janet Divisor
Computation of the Differential Dimension Polynomial When Changing Generators in the Dirac Equations
Diagram Technique for Hypergeometric Series of Several Variables
On the q-Analogue of Zeilberger's Algorithm to Rational Functions
An Algorithm for Nonparametric Decomposition of Differential Polynomials
Data Definition in the Programming Language MARKIZ
Programming and Computer Software : Volume 26

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MEG-Eliminations

Content Provider Springer Nature Link
Author Khmelv, D. E.
Copyright Year 2001
Abstract The basic disadvantage of the algorithms of EG-eliminations [1] is that the degrees of elements of the polynomial matrix being used and the coefficients of these elements grow. The progress in overcoming this difficulty is associated with the use of modular approaches. The paper describes modularization of EG-eliminations and a modified elimination scheme based on that modularization (“quasi-modular algorithm”).
Starting Page 12
Ending Page 17
Page Count 6
File Format PDF
ISSN 03617688
Journal Programming and Computer Software
Volume Number 27
Issue Number 1
e-ISSN 16083261
Language English
Publisher Kluwer Academic Publishers-Plenum Publishers
Publisher Date 2001-01-01
Publisher Place New York
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Computer Science Software Engineering/Programming and Operating Systems Operating Systems Artificial Intelligence (incl. Robotics)
Content Type Text
Resource Type Article
Subject Software
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