Open jeffwack111 opened 9 months ago
Here's a related computation. Suppose we know that $|c| < \epsilon$ , and we want to find a disk in the dynamic plane which is contained in the Julia set. $|z^2 + c|<|z|^2+|c|<|z|^2+\epsilon<|z| \implies |z| < (1+\sqrt{1-4\epsilon})/2$
Here's a related computation. Suppose we know that $|c| < \epsilon$ , and we want to find a disk in the dynamic plane which is contained in the Julia set. $|z^2 + c|<|z|^2+|c|<|z|^2+\epsilon<|z| \implies |z| < (1+\sqrt{1-4\epsilon})/2$