Non-computable impressions of computable external rays of quadratic polynomials
Ilia BinderCristobal RojasMichael Yampolsky
所有作者
Ilia BinderCristobal RojasMichael Yampolsky
文献摘要
We discuss computability of impressions of prime ends of compact sets. In
particular, we construct quadratic Julia sets which possess explicitly
described non-computable impressions.