论文标题
高维$ l^2 l^{\ infty} $ strichartz的确定性反例
A deterministic counterexample for high dimensional $ L^2 L^{\infty} $ Strichartz estimates for the Wave equation
论文作者
论文摘要
在本说明中，我们讨论了均质$ l^2 l^{\ infty} $ strichartz估计波方方程的估计$ n \ geq 4 $由Fang和Wang提出的，最近通过使用概率理论被Guo，Li，Nakanishi and YAN失败。我们记录了一个确定性的示例，用于说明此估计值。
In this note we discuss the question of homogeneous $ L^2 L^{\infty} $ Strichartz estimates for the Wave equation in dimensions $ n \geq 4 $ raised by Fang and Wang and recently shown to fail by Guo, Li, Nakanishi and Yan using probability theory. We record a deterministic example for disproving this estimate.
