【摘 要】
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In this talk,we will show that given d≥3 and n≥1,there exists a sub-hyperbolic rational map with degree d such that the number of the cycles of complex ty
【出 处】
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The Second bilateral conference between Russia and China Top
论文部分内容阅读
In this talk,we will show that given d≥3 and n≥1,there exists a sub-hyperbolic rational map with degree d such that the number of the cycles of complex type Julia components is at least n and it has a Cantor multicurve.
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