论文标题
关于Lozi地图和最大型差方程之间的关系
On the relationship between Lozi maps and max-type difference equations
论文作者
论文摘要
在目前的工作中，我们修改了将广义LOZI地图与最大型差异方程式联系起来的转换。根据这种观点，根据拓扑结合的技术，我们将混凝土Lozi图的动力学与完全的最大方程式家庭联系起来，我们将此事实应用于研究两个特定家族的动态。此外，我们提出了一些与该主题相关的数值模拟，最后，我们提出了一些开放问题，这些问题介绍了广义LOZI地图和最大方程之间建立的关系。
In the present work we revise a transformation that links generalized Lozi maps with max-type difference equations. In this view, according to the technique of topological conjugation, we relate the dynamics of a concrete Lozi map with a complete uniparametric family of max-equations, and we apply this fact to investigate the dynamics of two particular families. Moreover, we present some numerical simulations related to the topic and, finally, we propose some open problems that look into the relationship established between generalized Lozi maps and max-equations.
