论文标题
连续参数Katznelson-Tzafriri定理分析函数代数
A continuous-parameter Katznelson-Tzafriri theorem for algebras of analytic functions
论文作者
论文摘要
我们证明了Katznelson-Tzafiri类型的最新定理的连续参数版本，用于绑定的型运算符，该定理具有用于分析性BESOV函数的有界的演算。我们还表明，结果可以扩展到某些相对于某些较大代数具有功能性计算的运算符。
We prove a continuous-parameter version of the recent theorem of Katznelson-Tzafiri type for power-bounded operators which have a bounded calculus for analytic Besov functions. We also show that the result can be extended to some operators which have functional calculi with respect to some larger algebras.
