M Me :) New member Dec 14, 2010 #1 an entire function f satisfying the inequality |f(z)| <= M|z|^k for all z with M > 0 (a real number) and k is an integer. Prove f is a polynomial of degree less than or equal to k. How do I prove this? Thanks!
an entire function f satisfying the inequality |f(z)| <= M|z|^k for all z with M > 0 (a real number) and k is an integer. Prove f is a polynomial of degree less than or equal to k. How do I prove this? Thanks!
