论文标题

拆分正方形和拆分地毯作为不可渗透IF吸引子的示例

Split square and split carpet as examples of non-metrizable IFS attractors

论文作者

Leśniak, Krzysztof, Nowak, Magdalena

论文摘要

我们定义了两个不可用的紧凑型空间,并表明它们是迭代功能系统的吸引者。他们俩都使用分开间隔的乘积构建了分裂的正方形和拆分地毯。

We define two non-metrizable compact spaces and show that they are attractors of iterated function systems. Both of them, the split square and the split carpet, are constructed using the product of split intervals.

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