AbstractA set of rhombus rules is given for generating the coefficients of the Perron fractions whose convergents form sawtooth sequences in the Padé table of a normal series. The coefficients of the Perron fractions for the reciprocal series are also derived, without finding the reciprocal series, and hence the Padé table for the series is obtained
Abstract. We give a more practical variant of Shanks ’ 1954 algorithm for computing the continued fr...
AbstractIt is known [26] that the Viskovatoff algorithm can be generalized to cover the computation ...
AbstractIn a recent paper Sidi considered the two-point Padé approximants to a function for which fo...
AbstractA set of rhombus rules is given for generating the coefficients of the Perron fractions whos...
AbstractEvelyn Frank's algorithm is applied to the expansion of a pair of non-normal power series in...
AbstractIt is known [26] that the Viskovatoff algorithm can be generalized to cover the computation ...
AbstractIn this paper a survey is given of several algorithms for the computation of the Padé table ...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
AbstractThe M-table for two power series expansions, one about the origin and the other about infini...
AbstractIn this paper two methods to compute Padé approximants are given. These methods are based on...
AbstractEvelyn Frank's algorithm is applied to the expansion of a pair of non-normal power series in...
AbstractAlgorithms are developed to compute simultaneously the poles of functions represented by con...
realization problems is a special case of the Pad6 approximation problem. As a matter of fact, it co...
AbstractThis paper discusses an algorithm for generating a new type of continued fraction, a δ-fract...
AbstractIn this paper two methods to compute Padé approximants are given. These methods are based on...
Abstract. We give a more practical variant of Shanks ’ 1954 algorithm for computing the continued fr...
AbstractIt is known [26] that the Viskovatoff algorithm can be generalized to cover the computation ...
AbstractIn a recent paper Sidi considered the two-point Padé approximants to a function for which fo...
AbstractA set of rhombus rules is given for generating the coefficients of the Perron fractions whos...
AbstractEvelyn Frank's algorithm is applied to the expansion of a pair of non-normal power series in...
AbstractIt is known [26] that the Viskovatoff algorithm can be generalized to cover the computation ...
AbstractIn this paper a survey is given of several algorithms for the computation of the Padé table ...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
AbstractThe M-table for two power series expansions, one about the origin and the other about infini...
AbstractIn this paper two methods to compute Padé approximants are given. These methods are based on...
AbstractEvelyn Frank's algorithm is applied to the expansion of a pair of non-normal power series in...
AbstractAlgorithms are developed to compute simultaneously the poles of functions represented by con...
realization problems is a special case of the Pad6 approximation problem. As a matter of fact, it co...
AbstractThis paper discusses an algorithm for generating a new type of continued fraction, a δ-fract...
AbstractIn this paper two methods to compute Padé approximants are given. These methods are based on...
Abstract. We give a more practical variant of Shanks ’ 1954 algorithm for computing the continued fr...
AbstractIt is known [26] that the Viskovatoff algorithm can be generalized to cover the computation ...
AbstractIn a recent paper Sidi considered the two-point Padé approximants to a function for which fo...
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