Tori conformally equivalent
Posted by Dana, at math.stackexchange.com,
Let $L_1,L_2$ be the lattices generated by $\{1,\tau_1\},\{1,\tau_2\}$ respectively and $X_1=\mathbb C / L_1, X_2= \mathbb C …
Let $L_1,L_2$ be the lattices generated by $\{1,\tau_1\},\{1,\tau_2\}$ respectively and $X_1=\mathbb C / L_1, X_2= \mathbb C …
The infinite series... $\pi/4 = 1 - 1/3 + 1/5 - 1/7 ...$ ...is very intriguing to me and seems like a crazy coincidence (its…