DOIAbstract
AbstractUsing a method of Siegel and theq-derivation, we compute explicitly the Padé–Hermite approximants of a system of functions connected with theq-logarithmLq(x)=∑xn/(qn−1)
AbstractUsing a method of Siegel and theq-derivation, we compute explicitly the Padé–Hermite approximants of a system of functions connected with theq-logarithmLq(x)=∑xn/(qn−1)
Universités : Université scientifique et médicale de Grenoble et Institut national polytechnique de ...
Universités : Université scientifique et médicale de Grenoble et Institut national polytechnique de ...
Abstract. The inverse scaling and squaring method for evaluating the logarithm of a matrix takes rep...
AbstractUsing a method of Siegel and theq-derivation, we compute explicitly the Padé–Hermite approxi...
AbstractWe explicitly construct the non-homogeneous multivariate Padé approximants to a two variable...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractIn this paper two methods to compute Padé approximants are given. These methods are based on...
AbstractUsing Padé approximants to the asymptotic expansion of the error term for the series ∑k=1∞ 1...
AbstractThe Brezinski's idea of using Padé-type approximants to estimate errors of Padé approximants...
AbstractWork on Padé or Padé-type approximants ultimately involves the explicitdetermination of the ...
Abstract: The Hermite-Pade approximants for systems of functions, containing ln (1 + 1 / ...
Padé approximation is a rational approximation constructed from the coefficients of a power series o...
We construct simultaneous rational approximations to q-series L₁(x₁; q) and L1(x₂; q) and, if x = x₁...
AbstractWe prove that the Padé approximants to a certain class of quasianalytic functions converge b...
Universités : Université scientifique et médicale de Grenoble et Institut national polytechnique de ...
Universités : Université scientifique et médicale de Grenoble et Institut national polytechnique de ...
Abstract. The inverse scaling and squaring method for evaluating the logarithm of a matrix takes rep...
AbstractUsing a method of Siegel and theq-derivation, we compute explicitly the Padé–Hermite approxi...
AbstractWe explicitly construct the non-homogeneous multivariate Padé approximants to a two variable...
AbstractSeveral basic techniques are described for computing Padé approximants which are not normal....
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractIn this paper two methods to compute Padé approximants are given. These methods are based on...
AbstractUsing Padé approximants to the asymptotic expansion of the error term for the series ∑k=1∞ 1...
AbstractThe Brezinski's idea of using Padé-type approximants to estimate errors of Padé approximants...
AbstractWork on Padé or Padé-type approximants ultimately involves the explicitdetermination of the ...
Abstract: The Hermite-Pade approximants for systems of functions, containing ln (1 + 1 / ...
Padé approximation is a rational approximation constructed from the coefficients of a power series o...
We construct simultaneous rational approximations to q-series L₁(x₁; q) and L1(x₂; q) and, if x = x₁...
AbstractWe prove that the Padé approximants to a certain class of quasianalytic functions converge b...
Universités : Université scientifique et médicale de Grenoble et Institut national polytechnique de ...
Universités : Université scientifique et médicale de Grenoble et Institut national polytechnique de ...
Abstract. The inverse scaling and squaring method for evaluating the logarithm of a matrix takes rep...
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