OHTA Yasuhiro

J-GLOBAL         Last updated: Mar 26, 2019 at 16:59
 
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Name
OHTA Yasuhiro
Affiliation
Kobe University
Section
Graduate School of Science Division of Mathematics
Job title
Professor

Research Interests

 
 

Published Papers

 
N-bright-dark soliton solution to a semi-discrete vector nonlinear Schrödinger equation
B.-F. Feng, Yasuhiro OHTA
SIGMA Symmetry Integrability Geom. Methods Appl   13 071   Sep 2017   [Refereed]
The Degasperis-Procesi equation, its short wave model and the CKP hierarchy
B.-F. Feng, K. Maruno, Yasuhiro OHTA
Annal. Math. Sci. Appl   2 285-316   Aug 2017   [Refereed]
An integrable semi-discrete Degasperis-Procesi equation
B.-F. Fen, K. Maruno, Yasuhiro OHTA
Nonlinearity   30 2246-2267   Apr 2017   [Refereed]
Geometric formulation and multi-dark soliton solution to the de-focusing complex short pulse equation
B.-F. Feng, K. Maruno, Yasuhiro OHTA
Stud. Appl. Math   138 343-367   Apr 2017   [Refereed]
A modified complex short pulse equation of defocusing type
S. Shen, B.-F. Feng, Yasuhiro OHTA
J. Nonlinear Math. Phys   24 195-209   Mar 2017   [Refereed]

Misc

 
Modified Short Pulse 方程式の自己適合移動格子スキーム
徐俊庭, 丸野健一, Feng Bao-Feng, Yasuhiro OHTA
数理解析研究所講究録「非線形波動現象の数理とその応用」   2034 150-165   Jul 2017
A geometric description of the elliptic Painlev´e equation
KAJIWARA K, MASUDA Tetsu, NOUMI Masatoshi, OHTA Yasuhiro, YAMADA Yasuhiko
Rokko Lectures in Mathematics 18 Elliptic integrable systems      2005

Conference Activities & Talks

 
ソリトン方程式の時間的局在解について [Invited]
Yasuhiro OHTA
非線形海洋波の数理の展望   Mar 2018   
Discretization of the Lagrange top [Invited]
Yasuhiro OHTA
Scientific Gathering, New phenomena in discrete integrable systems,   Dec 2017   
DKP hierarchy and its Pfaffian solutions [Invited]
Yasuhiro OHTA
Scientific Gathering, New phenomena in discrete integrable systems   Dec 2017   
可積分系におけるrogue wave 解の数理的構造 [Invited]
Yasuhiro OHTA
RIMS 共同研究(公開型)「非線形波動現象の数理とその応用」   Oct 2017   
Jeu de taquin と超離散戸田方程式
筧三郎, 上岡修平, Yasuhiro OHTA
日本応用数理学会2017 年度年会, [研究部会OS] 応用可積分系   Sep 2017   

Teaching Experience