AbstractThe LU factorization of the Vandermonde matrix is obtained, using complete symmetric functions, and the lower and upper triangular matrices are, in turn, factorized into 1-banded matrices, thus expressing the Vandermonde matrix as a product of 1-banded matrices
AbstractWe introduce a fast algorithm for computing the QR factors of a complex column Vandermonde m...
Fast orthogonalization schemes for m\times n Vandermonde matrices V=(z_i^j), introduced by Demeure...
Abstract. We show that an arbitrary Hankel matrix of a nite rank admits a Vandermonde decomposition:...
The LU factorization of the Vandermonde matrix is obtained, using complete symmetric functions, and ...
AbstractIn this paper, the author gives a simpler alternative approach to the LU factorization and 1...
AbstractThe LU factorization of the Vandermonde matrix is obtained, using complete symmetric functio...
AbstractA scaled version of the lower and the upper triangular factors of the inverse of the Vanderm...
This work deduces the lower and the upper triangular factors of the inverse of the Vandermonde matri...
AbstractThis work deduces the lower and the upper triangular factors of the inverse of the Vandermon...
AbstractIn this note we show that an asymptotically fast algorithm may be designed in order to reali...
Vandermonde matrices have important role in many branches of applied mathematics such as combinatori...
AbstractThis paper analyzes the factorization of the inverse of a Cauchy-Vandermonde matrix as a pro...
We consider a totally positive generalized Vandermonde matrix and obtain by induction its unique LU ...
AbstractThe Pascal-type matrices obtained from the Stirling numbers of the first kind s(n,k) and of ...
This study is based on the articles On the Vandermonde Matrix by Joseph Rushanan (1989) and The Gene...
AbstractWe introduce a fast algorithm for computing the QR factors of a complex column Vandermonde m...
Fast orthogonalization schemes for m\times n Vandermonde matrices V=(z_i^j), introduced by Demeure...
Abstract. We show that an arbitrary Hankel matrix of a nite rank admits a Vandermonde decomposition:...
The LU factorization of the Vandermonde matrix is obtained, using complete symmetric functions, and ...
AbstractIn this paper, the author gives a simpler alternative approach to the LU factorization and 1...
AbstractThe LU factorization of the Vandermonde matrix is obtained, using complete symmetric functio...
AbstractA scaled version of the lower and the upper triangular factors of the inverse of the Vanderm...
This work deduces the lower and the upper triangular factors of the inverse of the Vandermonde matri...
AbstractThis work deduces the lower and the upper triangular factors of the inverse of the Vandermon...
AbstractIn this note we show that an asymptotically fast algorithm may be designed in order to reali...
Vandermonde matrices have important role in many branches of applied mathematics such as combinatori...
AbstractThis paper analyzes the factorization of the inverse of a Cauchy-Vandermonde matrix as a pro...
We consider a totally positive generalized Vandermonde matrix and obtain by induction its unique LU ...
AbstractThe Pascal-type matrices obtained from the Stirling numbers of the first kind s(n,k) and of ...
This study is based on the articles On the Vandermonde Matrix by Joseph Rushanan (1989) and The Gene...
AbstractWe introduce a fast algorithm for computing the QR factors of a complex column Vandermonde m...
Fast orthogonalization schemes for m\times n Vandermonde matrices V=(z_i^j), introduced by Demeure...
Abstract. We show that an arbitrary Hankel matrix of a nite rank admits a Vandermonde decomposition:...
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