Riemann Hypothesis and Value Distribution Theory

Riemann Hypothesis was posed by Riemann in early 50’s of the 19 th century in his thesis titled “The Number of Primes less than a Given Number”. It is one of the unsolved “Supper”problems of mathematics. The Riemann Hypothesis is closely related to the well-known Prime Number Theorem. The Riemann Hypothesis states that all the nontrivial zeros of the zeta-function lie on the ‘critical line’. In this paper, we use Nevanlinna's Second Main Theorem in the value distribution theory, refute the Riemann Hypothesis. In reference [7], we have already given a proof of refute the Riemann Hypothesis, in this paper, we are given out the second proof, please reader reference.