AbstractWe give a correct definition of a general table of simultaneous Padé approximants and study it′s normality property
Cvetic G, Kögerler R. Applying generalized Padé approximants in analytic QCD models. PHYSICAL REVIEW...
AbstractSection 1 describes the univariate situation in the case of non-normal Padé approximants and...
AbstractA Nikishin system of analytic functions is considered. For such a system, it is shown that c...
AbstractWe give a correct definition of a general table of simultaneous Padé approximants and study ...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
AbstractPadé approximants in one variable have proved to be very useful in numerical analysis, espec...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractSome proposals are made to give a general definition of matrix Padé approximants. Depending ...
AbstractTo study the structure of the Newton-Padé table a new concept—the minimal solution—is introd...
The problem of minimal Padé approximation was conceived by A. Bultheel and M. Van Barel in their stu...
AbstractFor an operator F: Rn → R, analytic in the origin, the notion of (abstract multivariate Padé...
AbstractThis paper offers a unified approach to a number of diverse results claiming the normality o...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
Some proposals are made to give a general definition of matrix Pad\'e approximants. Depending on the...
AbstractIn this paper, a new definition of a reduced Padé approximant and an algorithm for its compu...
Cvetic G, Kögerler R. Applying generalized Padé approximants in analytic QCD models. PHYSICAL REVIEW...
AbstractSection 1 describes the univariate situation in the case of non-normal Padé approximants and...
AbstractA Nikishin system of analytic functions is considered. For such a system, it is shown that c...
AbstractWe give a correct definition of a general table of simultaneous Padé approximants and study ...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
AbstractPadé approximants in one variable have proved to be very useful in numerical analysis, espec...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractSome proposals are made to give a general definition of matrix Padé approximants. Depending ...
AbstractTo study the structure of the Newton-Padé table a new concept—the minimal solution—is introd...
The problem of minimal Padé approximation was conceived by A. Bultheel and M. Van Barel in their stu...
AbstractFor an operator F: Rn → R, analytic in the origin, the notion of (abstract multivariate Padé...
AbstractThis paper offers a unified approach to a number of diverse results claiming the normality o...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
Some proposals are made to give a general definition of matrix Pad\'e approximants. Depending on the...
AbstractIn this paper, a new definition of a reduced Padé approximant and an algorithm for its compu...
Cvetic G, Kögerler R. Applying generalized Padé approximants in analytic QCD models. PHYSICAL REVIEW...
AbstractSection 1 describes the univariate situation in the case of non-normal Padé approximants and...
AbstractA Nikishin system of analytic functions is considered. For such a system, it is shown that c...
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