AbstractIn this survey, we will show some connections between several mathematical problems such as extrapolation, linear systems, totally positive matrices and computer-aided geometric design, with elimination techniques as the common tool to deal with all of them
Newton, in an unauthorized textbook, described a process for solving simultaneous equations that lat...
Gauss and Fourier have together provided us with the essential techniques for symbolic computation w...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
AbstractIn this survey, we will show some connections between several mathematical problems such as ...
Utilizing a matrix simplifies problems involving systems of linear equations. Gaussian elimination, ...
AbstractA general recurrence interpolation formula due to Gasca and López-Carmona (J. Approx. Th. 34...
2. A formal framework. Elimination problems and elimination procedures in the real setting
AbstractIn this paper a general theory of the elimination process (vertex elimination on a graph) is...
Contribution à un ouvrage.This article gives an informal account of the theory, algorithms, software...
AbstractThe Neville elimination process, used by the authors in some previous papers in connection w...
Abstract. Different approaches to the decomposition of a nonsingular totally positive matrix as a pr...
The last decade has witnessed the rebirth of resultant methods as a powerful computational tool for ...
Solving a set of linear equations arises in many contexts in applied mathematics. At least until rec...
Gauss and Fourier have together provided us with the essential techniques for symbolic computation w...
view of symmetric gaussian elimination is presented. Problems are viewed as an assembly of computati...
Newton, in an unauthorized textbook, described a process for solving simultaneous equations that lat...
Gauss and Fourier have together provided us with the essential techniques for symbolic computation w...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
AbstractIn this survey, we will show some connections between several mathematical problems such as ...
Utilizing a matrix simplifies problems involving systems of linear equations. Gaussian elimination, ...
AbstractA general recurrence interpolation formula due to Gasca and López-Carmona (J. Approx. Th. 34...
2. A formal framework. Elimination problems and elimination procedures in the real setting
AbstractIn this paper a general theory of the elimination process (vertex elimination on a graph) is...
Contribution à un ouvrage.This article gives an informal account of the theory, algorithms, software...
AbstractThe Neville elimination process, used by the authors in some previous papers in connection w...
Abstract. Different approaches to the decomposition of a nonsingular totally positive matrix as a pr...
The last decade has witnessed the rebirth of resultant methods as a powerful computational tool for ...
Solving a set of linear equations arises in many contexts in applied mathematics. At least until rec...
Gauss and Fourier have together provided us with the essential techniques for symbolic computation w...
view of symmetric gaussian elimination is presented. Problems are viewed as an assembly of computati...
Newton, in an unauthorized textbook, described a process for solving simultaneous equations that lat...
Gauss and Fourier have together provided us with the essential techniques for symbolic computation w...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
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