The Sum Two Reflective Polynomials and its Link with the Proof of the Riemann Hypothesis
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The investigation into the summation of two polynomials of the same degree under special given conditions results in a polynomial whose solutions follow a pattern that can be easily predicted. In this study, the theory of such polynomials is developed for examination of the integral parts of Riemann's works. The analysis leads to a theorem that governs the solutions under certain conditions and applying this theorem to the expanded form of the Riemann-Eta function generates expressions that show why the Riemann hypothesis may be true.
Journal of Mathematics and Statistics
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Algebra and Number Theory