Masaki KAWAMOTO Home ・ CV ・ Papers ・Teaching ・Conferences
Papers
1) Avron-Herbst Type Formula in Crossed Constant Magnetic and Time-Dependent Electric Fields.
Tadayoshi Adachi, Masaki Kawamoto,
Letters in Mathematical Physics 102,65—90 (2012).
2) Exponential decay property for eigenfunctions of Landau-Stark Hamiltonian.
Masaki Kawamoto,
Reports on Mathematical Physics 77,129-140 (2016).
3) Quantum Scattering in a Periodically Pulsed Magnetic Field.
Tadayoshi Adachi, Masaki Kawamoto,
Annales Henri Poincare 17, 2409-2438 (2016).
4) Strichartz estimates for harmonic potential with time-decaying coefficient.
Masaki Kawamoto, Taisuke Yoneyama,
Journal of Evolution Equations 18, 127-142 (2018).
5) Klein-Gordon equations with homogeneous time-dependent electric fields.
Masaki Kawamoto,
ANNALI DELL’UNIVERSITA’DI FERRARA 64, 389-406 (2018).
6) Mourre theory for time-periodic magnetic fields.
Masaki Kawamoto,
Journal of Functional Analysis 277, 1-30 (2019).
7) Asymptotic behavior of solutions to nonlinear Schrödinger equations with time-dependent harmonic potentials.
Masaki Kawamoto, Ryo Muramatsu,
Journal of Evolution Equations 18, 699—723 (2020).
8) Singularity for solutions of linearized KdV equations
Keiichi Kato, Masaki Kawamoto, Koichiro Nanbu,
Journal of Mathematical Physics 61, 051502 (11pp) (2020).
9) Existence and non-existence of wave operators for time-decaying harmonic oscillators.
Atsuhide Ishida, Masaki Kawamoto,
Reports on Mathematical Physics 85, 335—350 (2020).
10) L^2 properties for linearized KdV equation around small solutions
Masaki Kawamoto,
SUT Journal of Mathematics 56, 1—19 (2020).
11) Strichartz estimates for Schrödinger operators with square potential with time-dependent coefficients.
Masaki Kawamoto,
Differential Equations and Dynamical Systems available online (19pp) (2020).
12) Critical scattering in a time-dependent harmonic oscillator.
Atsuhide Ishida, Masaki Kawamoto,
Journal of Mathematical Analysis and Applications 503,124475 (9pp) (2020).
13) Absence of embedded eigenvalues for Hamiltonian with crossed magnetic and electric fields.
Mouez Dimassi, Masaki Kawamoto, Vesselin Petkov,
Reviews in Mathematical Physics 33, 2150020 (31pp) (2021).
14) Final state problem for nonlinear Schrödinger equations with time-decaying harmonic oscillators.
Masaki Kawamoto,
Journal of Mathematical Analysis and Applications 503, 125292 (17pp) (2021).
15) Asymptotic behavior for nonlinear Schrödinger equations with critical time-decaying harmonic potential.
Masaki Kawamoto,
Journal of Differential Equations 305, 253—267 (2021).
16) Strichartz estimates for quadratic repulsive potentials.
Masaki Kawamoto, Taisuke Yoneyama,
Partial Differential Equations and Applications 3, (12pp) (2022).
17) Asymptotic behavior of solutions to a dissipative nonlinear Schrödinger equation with
time-dependent harmonic potential.
Masaki Kawamoto, Takuya Sato,
Journal of Differential Equations 345, 418—446 (2023).
18) Long-range scattering for a critical homogeneous type nonlinear Schrödinger equationwith time-decaying harmonic potentials.
Masaki Kawamoto, Hayato Miyazaki,
Journal of Differential Equations 365, 127—167 (2023).
19) Nonexistence of wave operators via strong propagation estimates for Schrödinger operators with sub-quadratic repulsive potentials.
Masaki Kawamoto, Atsuhide Ishida,
Journal of Mathematica Physics 64, (2023).
20) Modified scattering for nonlinear Schrödinger equations with long-range potentials.
Masaki Kawamoto, Haruya Mizutani
Transactions of the American Mathematical Society 378, 3625—3652 (2025).
21) Global well-posedness and scattering in weighted space for nonlinear Schrödinger
equations below the Strauss exponent without gauge-invariance.
Masaki Kawamoto, Satoshi Masaki, Hayato Miyazaki,
Mathematische Annalen 392, 1051—1097 (2025).
22) Modified scattering operator for nonlinear Schrödinger equations with time-decaying harmonic oscillators.
Masaki Kawamoto, Hayato Miyazaki,
Nonlinear Analysis 256 (2025).
23) Modified scattering for the cubic nonlinear Schrödinger equations with long-range potentials in one space dimension.
Masaki Kawamoto, Haruya Mizutani
Proceedings of the American Mathematical Society 153, 3475—3490 (2025).
24) On Schrödinger equation with square and inverse-square potentials,
Masaki Kawamoto, Atsuhide Ishida,
Partial Differential Equations and Applications 6, (2025)