11/23/2007, 09:27 AM
Wow is this beautiful! By Jay D. - the artist - Fox 
Though it took me some while to actually understand *what* you are drawing. But I think I understand now that you draw the rslog-image of a set of vertical lines in a certain rectangle for the upper half. Where you use \( n=57 \) in the formula \( \text{rslog}(z)=\log_{\ln(2)} \frac{2-
\exp^{\circ n}(z)}{2-\exp^{\circ n}(1) \) as the approximation for the regular slog.
How can one find the singularities of \( f^{\circ t}(x) \) and the complex fixed points of \( f(x)=\sqrt{2}^x \) in your drawing?
Though it took me some while to actually understand *what* you are drawing. But I think I understand now that you draw the rslog-image of a set of vertical lines in a certain rectangle for the upper half. Where you use \( n=57 \) in the formula \( \text{rslog}(z)=\log_{\ln(2)} \frac{2-
\exp^{\circ n}(z)}{2-\exp^{\circ n}(1) \) as the approximation for the regular slog.
How can one find the singularities of \( f^{\circ t}(x) \) and the complex fixed points of \( f(x)=\sqrt{2}^x \) in your drawing?
