AbstractA factorization expression for the determinant of the confluent Vandermonde matrix is extended to a functional form. With the exponential function, simpler necessary and sufficient conditions for controllability of sampled input systems follow
AbstractControl theory has long provided a rich source of motivation for developments in matrix theo...
Covariance and Gramian matrices in control and systems theory and pattern recognition are studied i...
AbstractFor a given Cauchy-Vandermonde system and for given multiple nodes a Lagrange-type formula f...
AbstractA factorization expression for the determinant of the confluent Vandermonde matrix is extend...
AbstractA stable method is proposed for the numerical solution of a linear system of equations havin...
AbstractThe s.c. confluent Cauchy and confluent Cauchy-Vandermonde matrices are introduced, correspo...
AbstractWe develop a general context for the computation of the determinant of a Hankel matrix Hn = ...
AbstractJ.W. Robbin and D.A. Salamon [Linear Algebra Appl. 317 (2000) 225] generalized the classical...
AbstractBivariate Cauchy-Vandermonde determinants arise in some bivariate rational interpolation pro...
In the recent paper \u201cOn certain Vandermonde determinants whose variables separate\u201d [Linear...
The Vandermonde matrix is ubiquitous in mathematics and engineering. Both the Vandermonde matrix and...
A theme running through Gautschi’s work is numerical conditioning. His many papers on this topic fal...
This study is based on the articles On the Vandermonde Matrix by Joseph Rushanan (1989) and The Gene...
A confluent Vandermonde-like matrix $P(\alpha _0 ,\alpha _1 , \cdots ,\alpha _n )$ is a generalisati...
Vandermonde determinant is an important object in linear algebra, which has special and elegant stru...
AbstractControl theory has long provided a rich source of motivation for developments in matrix theo...
Covariance and Gramian matrices in control and systems theory and pattern recognition are studied i...
AbstractFor a given Cauchy-Vandermonde system and for given multiple nodes a Lagrange-type formula f...
AbstractA factorization expression for the determinant of the confluent Vandermonde matrix is extend...
AbstractA stable method is proposed for the numerical solution of a linear system of equations havin...
AbstractThe s.c. confluent Cauchy and confluent Cauchy-Vandermonde matrices are introduced, correspo...
AbstractWe develop a general context for the computation of the determinant of a Hankel matrix Hn = ...
AbstractJ.W. Robbin and D.A. Salamon [Linear Algebra Appl. 317 (2000) 225] generalized the classical...
AbstractBivariate Cauchy-Vandermonde determinants arise in some bivariate rational interpolation pro...
In the recent paper \u201cOn certain Vandermonde determinants whose variables separate\u201d [Linear...
The Vandermonde matrix is ubiquitous in mathematics and engineering. Both the Vandermonde matrix and...
A theme running through Gautschi’s work is numerical conditioning. His many papers on this topic fal...
This study is based on the articles On the Vandermonde Matrix by Joseph Rushanan (1989) and The Gene...
A confluent Vandermonde-like matrix $P(\alpha _0 ,\alpha _1 , \cdots ,\alpha _n )$ is a generalisati...
Vandermonde determinant is an important object in linear algebra, which has special and elegant stru...
AbstractControl theory has long provided a rich source of motivation for developments in matrix theo...
Covariance and Gramian matrices in control and systems theory and pattern recognition are studied i...
AbstractFor a given Cauchy-Vandermonde system and for given multiple nodes a Lagrange-type formula f...
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