欧几里得项目
期刊
会议
图书
作者:Hiroshi Kawakami
来源:[B].4-dimensional Painlevé-type equations2018Project Euclid
摘要:In this appendix, we provide a list of Hamiltonians for 4-dimensional Painlevé-type equations derived from the isomonodromic deformation of linear equations of ramified type (see Section 1.2 in Part 2).
作者:Hidetaka Sakai
来源:[B].4-dimensional Painlevé-type equations2018Project Euclid
摘要:The Painlevé equations are classified into eight types, and all of them are obtained from degenerations of the sixth Painlevé equation. This is the case of a two-dimensional phase space. When we consider the four-dimensional case, we have four systems that are sources, playi...
作者:Hiroshi Kawakami , Akane Nakamura , Hidetaka Sakai
来源:[B].4-dimensional Painlevé-type equations2018Project Euclid
摘要:This is a continuation of Part 1 by one of the authors. We have shown that there are four 4-dimensional Painlevé-type equations derived from isomonodromic deformation of the Fuchsian equations: they are the Garnier system in two variables, the Fuji-Suzuki system, the Sasano ...
作者:Kazuki Hiroe
来源:[B].4-dimensional Painlevé-type equations2018Project Euclid
摘要:This is a note in which we first review symmetries of moduli spaces of stable meromorphic connections on trivial vector bundles over the Riemann sphere, and next discuss symmetries of their integrable deformations as an application. We shall give an interpretation of the lis...

我们正在为您处理中,这可能需要一些时间,请稍等。

资源合作:cnki.scholar@cnki.net, +86-10-82896619   意见反馈:scholar@cnki.net

×