\( \frac{e}{\ln\left((|z|+1)^{1/n} e\right )} - \left(1+n^{-z}\right)^{n^z} = 0 \)
cuando n tiende a infinito y las raices son aprox las primeras::
0.767930953303543 - 68.2188176920921i
0.768185088365886 - 67.5366295151711i
0.768442369820014 - 66.8544413382502i
0.768702870204278 - 66.1722531613293i
0.768966664678190 - 65.4900649844084i
0.769233830905944 - 64.8078768074875i
0.769504449123123 - 64.1256886305665i
0.769778602677628 - 63.4435004536456i
0.770056377545078 - 62.7613122767247i
0.770337863041299 - 62.0791240998038i
0.770623151386750 - 61.3969359228829i
0.770912338469430 - 60.7147477459619i
0.771205523619097 - 60.0325595690410i
con n=10000.
Parecen muy organizados. ¿Qué ocurre?
edite el mensaje.
