论文标题
仅具有实际周期点的理性功能
Rational functions with only real periodic points
论文作者
论文摘要
我们研究仅具有真实周期点的平滑真实射击代数曲线的自我晶状。在投影线的情况下，我们提供了这种形态主义的方便表征。我们得出了真实纤维合理函数的组件的半分类描述，其周期性是真实的。
We study self-morphisms of smooth real projective algebraic curves that have only real periodic points. In the case of the projective line we provide a convenient characterization of such morphisms. We derive a semialgebraic description of the component of real fibered rational functions all of whose periodic points are real.
