Journal of Scientific Engineering Advances

Abstract

There are seven Mathematical unsolved problems, which are opened and introduced by the Clay Mathematics Institute in 2000. These problems are the Birch and Swinnerton-Dyer conjecture, Hodge conjecture, Navi er-Stokes existence and smoothness, P versus NP problem, Riemann hypothesis, Yang-Mills existence mass gap, which are opened yet. It has been officially given the name Millenium Problem, which consists of seven unsolved mathematical problems. Hence Poincare conjecture has carried at the Millennium Meeting on May 24 2000. The Riemann Hypothesis, is one of them, which is well-known complex mathematical problems. I studied one of them and introduced it in this paper. I investigated Riemann hypothesis, which is important concept of mathematics. In addition, it is Hilbert’s eight problem too, which is still considered an important unsolved problem a century later. This problem has been well-known unsolved mathematical problem after it was investigated by Bernhard Riemann since 1860. I think that every problem can be solved and it is important to point out that it is possible to consider at unsolved mathematical problems in ordinary mathematical plane in order everyone can understand this problem and there is not any unsolved problem. We have to increase the motivation for adding a strategy and mathematical skills. We meet unexpected problems every day. Sometimes we have to use such mathematical methods. Here I introduced new review for the Riemann Hypothesis. First, I studied infinite series, then I investigated the non-trivial zeros of the complex number. In addition, I gave relationship between infinite series and algebraic curves.