In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed. For the eigenvalue, eigenvector, and linear least squares problems either condition numbers according to various norms are determined or lower and upper bounds for them are derived
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
In this paper, we address the accuracy of the results for the overdetermined full rank linear least ...
AbstractIn this note we generalize an upper bound given in Guggenheimer et al. (College Math. J. 26(...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper, the upper bounds for two kinds of normiwse condition numbers are derived for $ \min\l...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
We derive closed formulas for the condition number of a linear function of the total least squares s...
We derive closed formulas for the condition number of a linear function of the total least squares s...
We derive closed formulas for the condition number of a linear function of the total least squares s...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
In this paper, we address the accuracy of the results for the overdetermined full rank linear least ...
AbstractIn this note we generalize an upper bound given in Guggenheimer et al. (College Math. J. 26(...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper the use of the condition number of a problem, as defined by Rice in 1966, is discussed...
In this paper, the upper bounds for two kinds of normiwse condition numbers are derived for $ \min\l...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
We derive closed formulas for the condition number of a linear function of the total least squares s...
We derive closed formulas for the condition number of a linear function of the total least squares s...
We derive closed formulas for the condition number of a linear function of the total least squares s...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
Various normwise relative condition numbers that measure the sensitivity of matrix inversion and the...
In this paper, we address the accuracy of the results for the overdetermined full rank linear least ...
AbstractIn this note we generalize an upper bound given in Guggenheimer et al. (College Math. J. 26(...
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