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A possible new path to proving the Riemann Hypothesis. (arXiv:1807.00849v1 [math.GM])
来源于:arXiv
In the past 100 years, the research of Riemann Hypothesis meets many
difficulties. Such situation may be caused by that people used to study Zeta
function only regarding it as a complex function. Generally, complex functions
are far more complex than real functions, and are hard to graph. So, people
cannot grasp the nature of them easily. Therefore, it may be a promising way to
try to correspond Zeta function to real function so that we can return to the
real domain to study RH.
In fact, under Laplace transform, the whole picture of Zeta function is very
clear and simple, and the problem can be greatly simplified. And by Laplace
transform, most integral and convolution operations can be converted into
algebraic operations, which greatly simplifies calculating and analysis. 查看全文>>