AbstractIn this paper, by defining a kind of transformation from matrix to vector, we succeed in transferring some results on vector-valued rational interpolants to those corresponding to the matrix-valued rational interpolants. Moreover, it is pointed out through a numerical example that the statement of the so-called uniqueness theorem in [4] is incorrect and, what is more, the proof is also wrong. A new uniqueness theorem is given
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
AbstractIn this work we propose three different procedures for vector-valued rational interpolation ...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
AbstractIn this paper, by defining a kind of transformation from matrix to vector, we succeed in tra...
AbstractGiven in this paper are some results about vector valued rational interpolants over triangul...
In this paper, we show the equivalence between matrix rational interpolation problems with poles as ...
We show the equivalence between matrix rational interpolation problems with poles as interpolation p...
AbstractWe prove the following simple uniqueness theorem: Let A and B be two integral symmetric matr...
We generalize our earlier results on rational interpolation which were given in Van Barel and Bulthe...
AbstractGiven a set of tangential interpolation conditions for a rational matrix function, one can a...
This book aims to present the theory of interpolation for rational matrix functions as a recently ma...
AbstractIn some multivariate time-series models a matrix power series is involved. These models can ...
AbstractA new method for the construction of bivariate matrix-valued rational interpolants on a rect...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
AbstractIn this work we propose three different procedures for vector-valued rational interpolation ...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
AbstractIn this paper, by defining a kind of transformation from matrix to vector, we succeed in tra...
AbstractGiven in this paper are some results about vector valued rational interpolants over triangul...
In this paper, we show the equivalence between matrix rational interpolation problems with poles as ...
We show the equivalence between matrix rational interpolation problems with poles as interpolation p...
AbstractWe prove the following simple uniqueness theorem: Let A and B be two integral symmetric matr...
We generalize our earlier results on rational interpolation which were given in Van Barel and Bulthe...
AbstractGiven a set of tangential interpolation conditions for a rational matrix function, one can a...
This book aims to present the theory of interpolation for rational matrix functions as a recently ma...
AbstractIn some multivariate time-series models a matrix power series is involved. These models can ...
AbstractA new method for the construction of bivariate matrix-valued rational interpolants on a rect...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
AbstractIn this work we propose three different procedures for vector-valued rational interpolation ...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...