AbstractWe describe the minimal vector Padé approximation problem, which consists in finding Padé approximants with a common denominator for a number of series. These approximants are minimal in the sense that for a given order of approximation and a given discrepancy in numerator and denominator degrees, the degree of the rational approximant is minimal. Properties and solution methods are derived from an associated partial realization problem
AbstractWe consider the problem of computing solutions to a variety of matrix rational interpolation...
AbstractTo study the structure of the Newton-Padé table a new concept—the minimal solution—is introd...
Some proposals are made to give a general definition of matrix Pad\'e approximants. Depending on the...
AbstractWe describe the minimal vector Padé approximation problem, which consists in finding Padé ap...
The problem of minimal Padé approximation was conceived by A. Bultheel and M. Van Barel in their stu...
AbstractSome proposals are made to give a general definition of matrix Padé approximants. Depending ...
AbstractIn this paper, a new definition of a reduced Padé approximant and an algorithm for its compu...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractIn this paper, a new definition of a reduced Padé approximant and an algorithm for its compu...
AbstractTo study the structure of the Newton-Padé table a new concept—the minimal solution—is introd...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractIn this paper we define a type of matrix Padé approximant inspired by the identification sta...
AbstractWork on Padé or Padé-type approximants ultimately involves the explicitdetermination of the ...
AbstractA new class of multivariate Padé approximants is introduced. When dealing with two variables...
AbstractA general interpolation problem is defined which contains as special cases the M-Padé approx...
AbstractWe consider the problem of computing solutions to a variety of matrix rational interpolation...
AbstractTo study the structure of the Newton-Padé table a new concept—the minimal solution—is introd...
Some proposals are made to give a general definition of matrix Pad\'e approximants. Depending on the...
AbstractWe describe the minimal vector Padé approximation problem, which consists in finding Padé ap...
The problem of minimal Padé approximation was conceived by A. Bultheel and M. Van Barel in their stu...
AbstractSome proposals are made to give a general definition of matrix Padé approximants. Depending ...
AbstractIn this paper, a new definition of a reduced Padé approximant and an algorithm for its compu...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractIn this paper, a new definition of a reduced Padé approximant and an algorithm for its compu...
AbstractTo study the structure of the Newton-Padé table a new concept—the minimal solution—is introd...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractIn this paper we define a type of matrix Padé approximant inspired by the identification sta...
AbstractWork on Padé or Padé-type approximants ultimately involves the explicitdetermination of the ...
AbstractA new class of multivariate Padé approximants is introduced. When dealing with two variables...
AbstractA general interpolation problem is defined which contains as special cases the M-Padé approx...
AbstractWe consider the problem of computing solutions to a variety of matrix rational interpolation...
AbstractTo study the structure of the Newton-Padé table a new concept—the minimal solution—is introd...
Some proposals are made to give a general definition of matrix Pad\'e approximants. Depending on the...
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