P vs NP Problem

Nigerian professor have solved 156 year old maths problem?
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One of the most important problems in mathematics - the Riemann Hypothesis - said to have finally solved by a Nigerian professor in 2015. but still it was not confirmed by clay mathematics institute. it said unsolved problem.

Dr Opeyemi Enoch claims he made a key breakthrough in 2010 which later enabled him to solve the puzzle, which is one of the seven Millennium Problems in Mathematics.

The Riemann Hypothesis was proposed by mathematician Bernard Riemann in 1859 and concerns the distribution of prime numbers.
It has become arguably the most famous problem in mathematics, since Fermat's Last Theorem was solved in the 1990s.

At its most simple, the distribution of prime numbers among all others doesn't follow a regular pattern.

However, Riemann noticed that the frequency of prime numbers is very closely related to the behavior of an elaborate function called the Riemann Zeta function.

The hypothesis asserts that all solutions of the equation ζ(s) = 0 lies on a certain vertical straight line, according to the Clay Mathematics Institute.

While this has been checked for the first 10,000,000,000 solutions, it is only now that a 'proof' explaining their distribution beyond this has been found.

However, The Clay Mathematical institute has neither confirmed nor denied that Dr Enoch has officially solved the problem, simply saying it does not comment on solutions to the Millennium Problems.

This has led to critics claiming the story is a hoax and MailOnline has contacted the professor for more information.

Dr Enoch, who teaches at the Federal University of Oye Ekiti (FUOYE) in Nigeria, said he was motivated to solve the 156-year-old problem because of his students.

He told the BBC that they wanted him to make money from the internet.

'The motivation was because my students trusted that the solution could come from me - not because the financial reward and that was why I started trying to solve the problem in the first place,' he said.

THE MILLENNIUM PRIZE PROBLEMS
The Millennium Prize Problems were launched on 24 May, 2000.

They include seven problems considered by the Clay Mathematics Institute to be 'important classic questions that have resisted solution over the years'.

These include: P versus NP, The Hodge conjecture, The Poincaré conjecture, The Riemann hypothesis, Yang–Mills existence and mass gap, Navier–Stokes existence and smoothness and The Birch and Swinnerton-Dyer conjecture.

The full details of each are available from the institute's website.

The first person to solve each of the problems will receive $1 million (£658,000).

The professor presented his proof on 11 November during the International Conference on Mathematics and Computer Science in Vienna, Nigerian news site Vanguard reported.

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Tatenda Kubalalika tries to solve the Riemann Hypothesis. and he wants your review on his proof and tries to contact with clay mathmatics of institute. Read and Comment your review below.
Full paper link: https://figshare.com/articles/preprint/Untitled_Item/14776146