The function is the Weierstrass p-function and /Omega is the usual lattice, often times denoted by /lambda. Please help with this identity and Ill thumb up anyway!

5. Prove that for N2 = Zw + Zw', $'(x) = 2017 w/2)0(z W/2)0(z+n/2) 03(z)(W/2)(w/2)0(-n/2) where n=w+w'. 5. Prove that for N2 = Zw + Zw', $'(x) = 2017 w/2)0(z W/2)0(z+n/2) 03(z)(W/2)(w/2)0(-n/2) where n=w+w