论文标题
直接产品的吸引者
Attractors of direct products
论文作者
论文摘要
对于Milnor，统计和最少的吸引子，我们在$ S^2 $上构建了$ S^2 $上的平滑流量$φ$的例子，$ s^2 $ $φ$的吸引子比$φ$的吸引者的笛卡尔广场小。在最小吸引子的示例中，流$φ$也具有全球物理度量，因此其正方形与平方的全局物理度量不一致。$φ$。
For Milnor, statistical, and minimal attractors, we construct examples of smooth flows $φ$ on $S^2$ for which the attractor of the Cartesian square of $φ$ is smaller than the Cartesian square of the attractor of $φ$. In the example for the minimal attractors, the flow $φ$ also has a global physical measure such that its square does not coincide with the global physical measure of the square of $φ$.
