“…Then Y 1 (1) = Y 0 (1) = 0, the uniqueness theorem, we have Y 1 (z) = Y 0 (z) and arrive at a contradiction. Consequently, Y 0 (1) = 0.As in[3], we show that Φ P[m,n] differs from p P[m,n] by an exponentially small number in comparison with p P[m,n] . Therefore, ifc 0 = I −1/2 , (8.6)where I is given by (8.3), then the normalization condition holds: Φ(z) P[m,n] = 1 + O(|m| −1 ).…”