Add to ORKGAbstract. In this paper we explain how the hyperasymptotic expansion of late terms in divergent asymptotic expansions can be used to compute all the Stokes multipliers to arbitrary precision. 1
During the course of a Stokes phenomenon, an asymptotic expansion can change its form as a further s...
As an introduction we present a new, elementary and constructive proof of the multisummability prope...
On the occasion of the conference we mention examples of Stieltjes' work on asymptotics of special ...
This paper describes the use of matched asymptotic expansions to illuminate the description of funct...
Exponential asymptotics, which deals with the interpretation of divergent series, is a highly topica...
The Stokes phenomenon refers to the emergence of jump discontinuities in asymptotic expansions at sp...
We consider classes of functions uniquely determined by coefficients of their divergent expansions. ...
The Stokes phenomenon is the apparent discontinuous change in the form of the asymptotic expansion o...
This paper describes the use of matched asymptotic expansions to illuminate the description of funct...
this subject. In a sequel, we discuss the hyperasymptotic expansions of the first Painleve ́ equatio...
AbstractHyperasymptotic expansions are in terms of certain multiple integrals, the so-called hyperte...
This is the first in a series of four papers entitled 'The Stokes structure in asymptotic analysis'....
In der Theorie der Differentialgleichungen im Komplexen spielt das Studium der Lösungen in der Nähe ...
AbstractOn the occasion of the conference we mention examples of Stieltjes' work on asymptotics of s...
This summary is a presentation of the saddle-point method and of one application. It concludes with ...
During the course of a Stokes phenomenon, an asymptotic expansion can change its form as a further s...
As an introduction we present a new, elementary and constructive proof of the multisummability prope...
On the occasion of the conference we mention examples of Stieltjes' work on asymptotics of special ...
This paper describes the use of matched asymptotic expansions to illuminate the description of funct...
Exponential asymptotics, which deals with the interpretation of divergent series, is a highly topica...
The Stokes phenomenon refers to the emergence of jump discontinuities in asymptotic expansions at sp...
We consider classes of functions uniquely determined by coefficients of their divergent expansions. ...
The Stokes phenomenon is the apparent discontinuous change in the form of the asymptotic expansion o...
This paper describes the use of matched asymptotic expansions to illuminate the description of funct...
this subject. In a sequel, we discuss the hyperasymptotic expansions of the first Painleve ́ equatio...
AbstractHyperasymptotic expansions are in terms of certain multiple integrals, the so-called hyperte...
This is the first in a series of four papers entitled 'The Stokes structure in asymptotic analysis'....
In der Theorie der Differentialgleichungen im Komplexen spielt das Studium der Lösungen in der Nähe ...
AbstractOn the occasion of the conference we mention examples of Stieltjes' work on asymptotics of s...
This summary is a presentation of the saddle-point method and of one application. It concludes with ...
During the course of a Stokes phenomenon, an asymptotic expansion can change its form as a further s...
As an introduction we present a new, elementary and constructive proof of the multisummability prope...
On the occasion of the conference we mention examples of Stieltjes' work on asymptotics of special ...