AbstractWe explicitly construct non-homogeneous multivariate Padé approximants to some functions like [formula] andE(x, y):=∑i, j=0∞xiyj[i+j]q!,which satisfy some functional equations, where |q|>1,q∈C
AbstractWe study an approximation of a multivariate function f by an operator of the form ∑i=1NT˜r[f...
AbstractWe explicitly construct the non-homogeneous multivariate Padé approximants to a two variable...
AbstractA new class of multivariate Padé approximants is introduced. When dealing with two variables...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractWe explicitly construct the general multivariate Padé approximants to the functionGq(x,y)≔∑j...
AbstractFor an operator F: Rn → R, analytic in the origin, the notion of (abstract multivariate Padé...
AbstractWe explicitly construct non-homogeneous multivariate Padé approximants to some functions lik...
AbstractUsing a method of Siegel and theq-derivation, we compute explicitly the Padé–Hermite approxi...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractSection 1 describes the univariate situation in the case of non-normal Padé approximants and...
AbstractThis paper is a survey on the multivariate Padé approximation. Two types of approximants are...
AbstractIn previous papers the convergence of sequences of “rectangular” multivariate Padé-type appr...
AbstractWe show how Padé approximations are used to get Diophantine approximations of real or comple...
AbstractA new definition of multivariate Padé approximation is introduced, which is a natural genera...
AbstractIn this paper, a new approach to construct rational interpolants to functions of several var...
AbstractWe study an approximation of a multivariate function f by an operator of the form ∑i=1NT˜r[f...
AbstractWe explicitly construct the non-homogeneous multivariate Padé approximants to a two variable...
AbstractA new class of multivariate Padé approximants is introduced. When dealing with two variables...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractWe explicitly construct the general multivariate Padé approximants to the functionGq(x,y)≔∑j...
AbstractFor an operator F: Rn → R, analytic in the origin, the notion of (abstract multivariate Padé...
AbstractWe explicitly construct non-homogeneous multivariate Padé approximants to some functions lik...
AbstractUsing a method of Siegel and theq-derivation, we compute explicitly the Padé–Hermite approxi...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractSection 1 describes the univariate situation in the case of non-normal Padé approximants and...
AbstractThis paper is a survey on the multivariate Padé approximation. Two types of approximants are...
AbstractIn previous papers the convergence of sequences of “rectangular” multivariate Padé-type appr...
AbstractWe show how Padé approximations are used to get Diophantine approximations of real or comple...
AbstractA new definition of multivariate Padé approximation is introduced, which is a natural genera...
AbstractIn this paper, a new approach to construct rational interpolants to functions of several var...
AbstractWe study an approximation of a multivariate function f by an operator of the form ∑i=1NT˜r[f...
AbstractWe explicitly construct the non-homogeneous multivariate Padé approximants to a two variable...
AbstractA new class of multivariate Padé approximants is introduced. When dealing with two variables...
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