论文标题

Strichartz对渐近平坦歧管上的DIRAC方程的估计值

Strichartz estimates for the Dirac equation on asymptotically flat manifolds

论文作者

Cacciafesta, Federico, de Suzzoni, Anne-Sophie, Meng, Long

论文摘要

在本文中,我们证明了在渐近平坦的歧管上的DIRAC方程的估计。该证明结合了前两个作者证明的弱分散估计,以及对波和klein-gordon流的平滑估计值,并在相同的几何环境中利用了一些最新结果。

In this paper we prove Strichartz estimates for the Dirac equation on asymptotically flat manifolds. The proof combines the weak dispersive estimates proved by the first two authors with the Strichartz and smoothing estimates for the wave and Klein-Gordon flows, exploiting some recent results in the same geometrical setting.

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