AbstractThis paper discusses a method for determining a good pivoting sequence for Gaussian elimination, based on an algorithm for solving assignment problems. The worst case complexity is O(n3); in practice O(n2.25) operations are sufficient
AbstractGaussian elimination is among the most widely used tools in scientific computing. Gaussian e...
In Part I of this work, we began a discussion of the numeric consequences of hyperplane orientation ...
Consider the problem of determining the pivot sequence used by the Gaussian Elimination algorithm wi...
AbstractThis paper discusses a method for determining a good pivoting sequence for Gaussian eliminat...
In the process of solving the linear epuation by the Gaussian Elimination or other comparable techni...
We describe an algorithm based on Gaussian elimination for solving an n x n system of linear equatio...
Consider the Gaussian elimination algorithm with the well-knownpartial pivoting strategy for improvi...
Consider the Gaussian elimination algorithm with the well-knownpartial pivoting strategy for improvi...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This paper considers elimination methods to solve dense linear systems, in particular a variant of G...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
In Part I of this work, we began a discussion of the numeric consequences of hyperplane orientation ...
AbstractGaussian elimination is among the most widely used tools in scientific computing. Gaussian e...
In Part I of this work, we began a discussion of the numeric consequences of hyperplane orientation ...
Consider the problem of determining the pivot sequence used by the Gaussian Elimination algorithm wi...
AbstractThis paper discusses a method for determining a good pivoting sequence for Gaussian eliminat...
In the process of solving the linear epuation by the Gaussian Elimination or other comparable techni...
We describe an algorithm based on Gaussian elimination for solving an n x n system of linear equatio...
Consider the Gaussian elimination algorithm with the well-knownpartial pivoting strategy for improvi...
Consider the Gaussian elimination algorithm with the well-knownpartial pivoting strategy for improvi...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This paper considers elimination methods to solve dense linear systems, in particular a variant of G...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
This work examines the relation between Gaussian elimination and the conjugate directions algorithm ...
In Part I of this work, we began a discussion of the numeric consequences of hyperplane orientation ...
AbstractGaussian elimination is among the most widely used tools in scientific computing. Gaussian e...
In Part I of this work, we began a discussion of the numeric consequences of hyperplane orientation ...
Consider the problem of determining the pivot sequence used by the Gaussian Elimination algorithm wi...
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