Taeko Yamazaki. Diffusion phenomenon for abstract linear wave equations with time decaying coefficients of propagation and dissipation. ASYMPTOTIC ANALYSIS. 2021. 124巻no.1-2. 109-161
Taeko Yamazaki. SCATTERING FOR QUASILINEAR HYPERBOLIC EQUATIONS OF KIRCHHOFF TYPE WITH PERTURBATION. OSAKA JOURNAL OF MATHEMATICS. 2017. 54. 2. 287-322
Taeko Yamazaki. On L^2(R^n) well-posedness for some singular or degenerate hyperbolic equations. 数理解析研究所講究録. 1990. 730. 61-83
講演・口頭発表等 (18件):
Asymptotic profile of solutions for semilinear wave equations with structural damping
(Critical exponent and nonlinear evolution equations 2019)
Asymptotic profile of solutions for semilinear wave equations with structural damping
(応用解析研究会 2018)
Global existence and asymptotic prole of solutions to semilinear wave equations with structural damping
(Hyperbolic Partial Differential Equations and Related Topics 2018)
Necessary and sufficient conditions for scattering of dissipative Kirchhoff equations
(Recent topics on dispersive equations 2016)
On a necessary condition and a sufficient condition for dissipative Kirchhoff equations to have asymptotically free property
(京都大学NLPDEセミナー 2015)