DOIAbstract
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 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
AbstractIn Fitzpatrick and Flynn (J. Symbolic Comput. 13 (1992) 133), a Gröbner basis technique for ...
AbstractWe present a direct approach for proving convergence in measure/product capacity of multivar...
AbstractThis paper gives the definition and some properties of a new family of Padé-type approximant...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractWe explicitly construct the non-homogeneous multivariate Padé approximants to a two variable...
AbstractWe explicitly construct the general multivariate Padé approximants to the functionGq(x,y)≔∑j...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractWe explicitly construct non-homogeneous multivariate Padé approximants to some functions lik...
AbstractFor an operator F: Rn → R, analytic in the origin, the notion of (abstract multivariate Padé...
AbstractThis paper is a survey on the multivariate Padé approximation. Two types of approximants are...
AbstractThe notion of partial Padé approximant is generalized to that of general order multivariate ...
AbstractA new class of multivariate Padé approximants is introduced. When dealing with two variables...
AbstractDuring the last few years several authors have tried to generalize the concept of Padé appro...
Abstract. Although general order multivariate Pad·e approximants have been introduced some decades a...
AbstractThe aim of this paper is to construct rational approximants for multivariate functions given...
AbstractIn Fitzpatrick and Flynn (J. Symbolic Comput. 13 (1992) 133), a Gröbner basis technique for ...
AbstractWe present a direct approach for proving convergence in measure/product capacity of multivar...
AbstractThis paper gives the definition and some properties of a new family of Padé-type approximant...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractWe explicitly construct the non-homogeneous multivariate Padé approximants to a two variable...
AbstractWe explicitly construct the general multivariate Padé approximants to the functionGq(x,y)≔∑j...
AbstractWe explicitly construct both homogeneous and nonhomogeneous multivariate Padé approximants t...
AbstractWe explicitly construct non-homogeneous multivariate Padé approximants to some functions lik...
AbstractFor an operator F: Rn → R, analytic in the origin, the notion of (abstract multivariate Padé...
AbstractThis paper is a survey on the multivariate Padé approximation. Two types of approximants are...
AbstractThe notion of partial Padé approximant is generalized to that of general order multivariate ...
AbstractA new class of multivariate Padé approximants is introduced. When dealing with two variables...
AbstractDuring the last few years several authors have tried to generalize the concept of Padé appro...
Abstract. Although general order multivariate Pad·e approximants have been introduced some decades a...
AbstractThe aim of this paper is to construct rational approximants for multivariate functions given...
AbstractIn Fitzpatrick and Flynn (J. Symbolic Comput. 13 (1992) 133), a Gröbner basis technique for ...
AbstractWe present a direct approach for proving convergence in measure/product capacity of multivar...
AbstractThis paper gives the definition and some properties of a new family of Padé-type approximant...
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