This system is the tenth in a series of subsystems comprising the SAC-1 System for Symbolic and Algebraic Calculation, The present subsystem consists of programs implementing modular algorithms for linear equations solution, matrix inversion, determinant calculation, null space basis generation, and matrix multiplication, all for matrices with integer or polynomial entries, For each program in the system is given a functional specification, a11 algorithm description, an analytical computing time, and a Fortran program listing. Empirically observed computing times for some of the key programs are presented. Also, a test program is supplied as an aid in implementing the system and to illustrate its use
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
This paper describes an approach for the automatic generation and optimization of numerical softwar...
This is a presentation given during my research visit at the AROMATH group (AlgèbRe, géOmétrie, Modé...
Modular algorithms for linear equations solution, matrix inversion, determinant calculation, null sp...
This is the eighth in the series of SAC-1 subsystems for Symbolic and Algebraic Calculation. The pre...
SAC-1 is a computer-independent system for Symbolic and Algebraic Calculation, programmed in Fortran...
This is a reprinting of the original report of June 1969, with correction of a few minor errors. The...
AbstractThe increasing availability of advanced-architecture computers has a significant effect on a...
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
We report on some experiences with the general purpose Computer Algebra Systems (CAS) Axiom, Macsyma...
The study deals with systems of linear algebraic equations and algorithms of their solution with a g...
Solution of homogeneous linear systems of equations is a basic operation of matrix computa-tions. Th...
The work is concerned with the linear algebraic equation systems (LAES) with matrixes the non-zero e...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...
We are presenting a new method and algorithm for solving several common problems of linear algebra a...
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
This paper describes an approach for the automatic generation and optimization of numerical softwar...
This is a presentation given during my research visit at the AROMATH group (AlgèbRe, géOmétrie, Modé...
Modular algorithms for linear equations solution, matrix inversion, determinant calculation, null sp...
This is the eighth in the series of SAC-1 subsystems for Symbolic and Algebraic Calculation. The pre...
SAC-1 is a computer-independent system for Symbolic and Algebraic Calculation, programmed in Fortran...
This is a reprinting of the original report of June 1969, with correction of a few minor errors. The...
AbstractThe increasing availability of advanced-architecture computers has a significant effect on a...
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
We report on some experiences with the general purpose Computer Algebra Systems (CAS) Axiom, Macsyma...
The study deals with systems of linear algebraic equations and algorithms of their solution with a g...
Solution of homogeneous linear systems of equations is a basic operation of matrix computa-tions. Th...
The work is concerned with the linear algebraic equation systems (LAES) with matrixes the non-zero e...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...
We are presenting a new method and algorithm for solving several common problems of linear algebra a...
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
This paper describes an approach for the automatic generation and optimization of numerical softwar...
This is a presentation given during my research visit at the AROMATH group (AlgèbRe, géOmétrie, Modé...