Naoyasu Kita, Satoshi Masaki, Jun-ichi Segata, Kota Uriya. Polynomial deceleration for a system of cubic nonlinear Schrödinger equations in one space dimension. Nonlinear Analysis. 2023. 230. 113216-113216
Satoshi Masaki, Jun-ichi Segata, Kota Uriya. On asymptotic behavior of solutions to cubic nonlinear Klein-Gordon systems in one space dimension. Transactions of the American Mathematical Society, Series B. 2022. 9. 18. 517-563
Satoshi Masaki, Jason Murphy, Jun-ichi Segata. STABILITY OF SMALL SOLITARY WAVES FOR THE ONE-DIMENSIONAL NLS WITH AN ATTRACTIVE DELTA POTENTIAL. ANALYSIS & PDE. 2020. 13. 4. 1099-1128
Jun-ichi Segata. Long range scattering for the Klein-Gordon equation with the critical nonlinearity. Sūrikaisekikenkyūsho kōkyūroku. 2018. 2093. 16-26
Jun-ichi Segata. Existence of a minimal non-scattering solutions to the mass-subcritical generalized Korteweg-de Vries equation. Sūrikaisekikenkyūsho kōkyūroku. 2018. 2082. 125-134
Jun-ichi Segata. Well-posedness for the Boussinesq-type system related to the water wave. Sūrikaisekikenkyūsho kōkyūroku. 2004. 1389. 48-59
Jun-ichi Segata. Well-posedness for the forth order nonlinear Schrödinger type equation related to the vortex filament. Sūrikaisekikenkyūsho kōkyūroku. 2003. 1322. 85-95
講演・口頭発表等 (53件)：
On 1d nonlinear Schrödinger equation with an attractive delta potential
(反応拡散拡散方程式と非線形分散型方程式の解の挙動, 大阪市立大学 2020)
Asymptotic behavior in time of solution to the nonlinear Schrödinger equation with higher order anisotropic dispersion
(Critical exponent and nonlinear evolution equations 2020 2020)
Modified scattering for the complex valued nonlinear Klein-Gordon equation
(Colloquia at Department of Mathematics and Statistics, Missouri University of Science and Technology 2019)
Modified scattering for the complex valued nonlinear Klein-Gordon equation
(Workshop on nonlinear wave equations and related topics in Kobe 2019)
Modified scattering for the complex valued nonlinear Klein-Gordon equation
(Fundamental Problems in Mathematical and Theoretical Physics 2019)
