三维多矩阵复制子中的持续奇异吸引子
Persistent Strange attractors in 3D Polymatrix Replicators
摘要：
我们引入了一个定义在三维立方体中的单参数多矩阵复制子族，并研究了它的分支。对于一个给定的参数区间，这个家庭展品暂停马蹄铁和持久的奇怪吸引子。证明依赖于内部平衡的同宿圈的存在性。我们还描述了负责在我们的系统（路线到混沌）从常规到混沌动力学的过渡的现象学步骤。
英文摘要：
We introduce a one-parameter family of polymatrix replicators defined in a three-dimensional cube and study its bifurcations. For a given interval of parameters, this family exhibits suspended horseshoes and persistent strange attractors. The proof relies on the existence of a homoclinic cycle to the interior equilibrium. We also describe the phenomenological steps responsible for the transition from regular to chaotic dynamics in our system (route to chaos).
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
