I computed \( \delta:=\text{rsexp}_{\sqrt{2}}(\text{nslog}_{\sqrt{2}}(0.3))-0.3 \) with a precision of rsexp of 20 digits and varying matrix sizes for nslog from 10 to 100. The following graphs show \( \delta \) in dependence on the matrix size (x-Axis).
This looks quite as if regular and natural method are equal. Yippee!
Guys, I think we are on a great trail of recognizing natural, regular and diagonal tetration being equal.
This looks quite as if regular and natural method are equal. Yippee!
Guys, I think we are on a great trail of recognizing natural, regular and diagonal tetration being equal.