论文标题
构图操作员的频繁频繁
Disjoint frequent hypercyclicity of composition operators
论文作者
论文摘要
我们给出了足够的条件，使两个操作员经常脱节。我们将此标准应用于作用于$ h（\ mathbb d）$的作曲运算符，或在Hardy Space $ H^2（\ Mathbb d）$上。我们简化了Martin等人最新论文的伪偏移过度频繁的频率高度频率的结果。而且我们表现出两个不连贯的高度加权移位。
We give a sufficient condition for two operators to be disjointly frequently hypercyclic. We apply this criterion to composition operators acting on $H(\mathbb D)$ or on the Hardy space $H^2(\mathbb D)$. We simplify a result on disjoint frequent hypercyclicity of pseudo shifts of a recent paper of Martin et al. and we exhibit two disjointly frequently hypercyclic weighted shifts.
