Annuaire
Webmail
Intranet
Wednesday, 13 October, 2010 - 12:00
Prénom de l'orateur:
Yoko
Nom de l'orateur:
Umeta
Résumé :
The exact WKB analysis is a very effective method
in studying both linear and non-linear differential
equations which contain a large parameter in an appropriate
way. This talk consists of two parts.
In the first part, we will study the exact WKB analysis
introduced by Aoki-Kawai-Takei. In the second part,
we will discuss the construction of instanton-type
formal solutions of Painlevé hierarchy which play an
important role in description of the connection problems
of solutions.
in studying both linear and non-linear differential
equations which contain a large parameter in an appropriate
way. This talk consists of two parts.
In the first part, we will study the exact WKB analysis
introduced by Aoki-Kawai-Takei. In the second part,
we will discuss the construction of instanton-type
formal solutions of Painlevé hierarchy which play an
important role in description of the connection problems
of solutions.
Thème du groupe de travail:
GT Analyse WKB et D-modules
Institution:
Institut Fourier/Hokkaido University,
Salle:
04
