====== HW 12 ======

Fix $\tau = i$. Consider elliptic function with period $1$ and $\tau$. 

==== #3 ====
Fix any two distinct points $p_1,p_2$ in the fundamental domain $\{a+bi \mid a, b\in [0,1)\}$. 

  - Can you write a series expression for a function with exactly two (simple) poles at $p_1, p_2$? 
  - Can you use Weierstrass P-function (and its derivative $P'$) to express this function? 
  - Is such a function unique?