Mathematical Sciences: Indecomposable Continua in DynamicalSystems

迄今为止的证据表明，奇异不变连续体在许多动力系统中起着决定性的作用。肯尼迪将继续研究这些连续体是如何在动力系统中产生的，以及它们扮演着什么角色。这项研究的一部分涉及与来自动力学的各种研究人员合作，希望动力学和连续统拓扑学的综合专业知识将有更好的机会解决所涉及的问题。

Evidence to date suggests that exotic invariant continua play a determining role in many dynamical systems. Kennedy will continue investigating how these continua arise in dynamical systems and what role they play. Part of this research involves teaming up with various researchers from dynamics in the hopes that the combined expertise from dynamics and continuum topology will have a better chance to solve the problems involved.