论文标题
相对论schrödinger方程的可降低性和无界扰动
Reducibility of relativistic Schrödinger equation with unbounded perturbations
论文作者
论文摘要
在本文中，我们证明了圆环上的相对论schrödinger方程的可降低性结果，而时间序列1/2的准周期无限扰动，最后将原始方程偶联到独立的时间，2 \ times 2块块对角线。
In this paper, we prove a reducibility result for a relativistic Schrödinger equation on torus with time quasi-periodic unbounded perturbations of order 1/2, and finally conjugate the original equation to a time independent, 2\times 2 block diagonal one.
