We consider a class of semi-uniinodal endoinorphisins of the plane and y their sets of non-wandering points. It is proved that there are'parameter such that these sets consist of several components, one of which is non-Ally non-compact (that is, has a trajectory receding to infinity), whereas the 0 components are compact and include a set that is an equivariant image of the tor set ajad p of its boundary is composed of self-similar elements (that is, has a fractal type structure). Purthetmore, it turns but that there are parameter values-suca such that the compact and non-conipact components intertwine on the coordinate axes.
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机译：我们考虑平面上的一类半单齿内啡肽及其非漂移点集。证明存在这样的参数：这些集合由几个成分组成，其中一个成分不是非同质非紧致的（即，轨迹向后退到无穷大），而0个成分是紧凑的，并且包含一个是其边界的tor set ajad p的等变图像，由自相似元素组成（即具有分形类型的结构）。此外，它旋转，但是存在参数值-suca，以使紧凑型和非紧凑型组件在坐标轴上交织在一起。
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