论文标题
超平优化类中的准膜SL（2，r） - 循环的几乎可降低
Almost reducibility of quasiperiodic sl(2, R)-cocycles in ultradifferentiable classes
论文作者
论文摘要
给定SL（2，R）中的准二聚体旋转，我们证明在频率矢量的适应算术条件下，在超平稳性类中它几乎可以重新恢复。我们还对Lyapunov指数的H {Ö}定期进行了必然。
Given a quasiperiodic cocycle in sl(2, R) sufficiently close to a constant, we prove that it is almost-reducible in ultradifferentiable class under an adapted arithmetic condition on the frequency vector. We also give a corollary on the H{ö}lder regularity of the Lyapunov exponent.
