Add to ORKGThe rational interpolation problem in the scalar case, including multiple points, is solved. In particular a parametrization of all minimal-degree rational functions interpolating given pairs of points is derived. These considerations provide a generalization of the results on the partial realization of linear system
AbstractA general framework, leading to a parametrization of all rational functions which interpolat...
AbstractWe describe a fast recursive algorithm for the solution of an unconstrained rational interpo...
AbstractGiven a set of tangential interpolation conditions for a rational matrix function, one can a...
AbstractIt is shown that the reachability and the observability indices of appropriately defined pai...
AbstractA general framework, leading to a parametrization of all rational functions which interpolat...
AbstractGiven a set of tangential interpolation conditions for a rational matrix function, one can a...
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...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
AbstractThis paper deals with the general rational interpolation problem (GRIP) in the scalar case. ...
AbstractAspects of the stability issue in connection with rational interpolation are investigated. I...
AbstractWe generalize our earlier results on rational interpolation which were given in Van Barel an...
AbstractA constructive proof for existence and unicity of the rational RM,N belonging to RM,N, M ⩾ 0...
AbstractWe shall reformulate the classical Newton-Padé rational interpolation problem (NPRIP) to tak...
AbstractA general framework, leading to a parametrization of all rational functions which interpolat...
AbstractWe describe a fast recursive algorithm for the solution of an unconstrained rational interpo...
AbstractGiven a set of tangential interpolation conditions for a rational matrix function, one can a...
AbstractIt is shown that the reachability and the observability indices of appropriately defined pai...
AbstractA general framework, leading to a parametrization of all rational functions which interpolat...
AbstractGiven a set of tangential interpolation conditions for a rational matrix function, one can a...
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...
It is shown that the reachability and the observability indices of appropriately defined pairs of ma...
AbstractThis paper deals with the general rational interpolation problem (GRIP) in the scalar case. ...
AbstractAspects of the stability issue in connection with rational interpolation are investigated. I...
AbstractWe generalize our earlier results on rational interpolation which were given in Van Barel an...
AbstractA constructive proof for existence and unicity of the rational RM,N belonging to RM,N, M ⩾ 0...
AbstractWe shall reformulate the classical Newton-Padé rational interpolation problem (NPRIP) to tak...
AbstractA general framework, leading to a parametrization of all rational functions which interpolat...
AbstractWe describe a fast recursive algorithm for the solution of an unconstrained rational interpo...
AbstractGiven a set of tangential interpolation conditions for a rational matrix function, one can a...