Jiangwen Gu

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20182020

λ

-Cantor sets

5 citations · 5 across the 2 of their papers we have counts for

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math.DS2019★ 5 cited

Multiplication on uniform $λ$ -Cantor sets

Jiangwen Gu, Kan Jiang, Lifeng Xi +1

Let $C$ be the middle-third Cantor set. Define $C * C = {x * y : x, y \in C}$ , where $* = +, -, \cdot, \div$ (when $* = \div$ , we assume $y \neq = 0$ ). Steinhaus \cite{HS} proved in 1917 that \[ C-C=[-1,1]…

math.DS2018

Multiplication on self-similar sets with overlaps

Li Tian, Jiangwen Gu, Qianqian Ye +2

Let $A, B \subset R$ . Define $A \cdot B = {x \cdot y : x \in A, y \in B} .$ In this paper, we consider the following class of self-similar sets with overlaps. Let $K$ be the attra…

Multiplication on uniform λ-Cantor sets

Multiplication on self-similar sets with overlaps

Multiplication on uniform $λ$ -Cantor sets