论文标题
径向双谐波的散射哈特里方程
Scattering for radial bi-harmonic Hartree equations
论文作者
论文摘要
本说明研究了全球解决方案对四阶广义hartree方程的渐近行为$$ i \ dot u++δ^2 u \ pm（I_α*| U |^p）| u |^p）| u | u |^{p-2} u = 0。$ $确实，确实是有吸引力的散射符号，并且在质量上的散射中，散射是超级典型的，并且散布了范围的范围，并呈现范围范围的智力制定。
This note studies the asymptotic behavior of global solutions to the fourth-order generalized Hartree equation $$i\dot u+Δ^2 u\pm(I_α*|u|^p)|u|^{p-2}u=0.$$ Indeed, for both attractive and repulsive sign, the scattering is obtained in the mass super-critical and energy sub-critical regimes, with radial setting.
