Identifying the Riemann Zeta function as a smoothed version of the Riemann Siegel function off the critical line
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https://figshare.com/articles/dataset/Identifying_the_Riemann_Zeta_function_as_a_smoothed_version_of_the_Riemann_Siegel_function_off_the_critical_line/3502166/2
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资源简介：
The Riemann Zeta function off the critical line can be understood as a smoothed version of the Riemann Siegel function scaled by the average growth, for Re(s) < 0.5, of the Riemann Zeta function. The smoothing behaviour off the critical line avoids the zeroes present in the rescaled Riemann Siegel function explaining the Riemann Hypothesis.
提供机构：
figshare
创建时间：
2016-07-27
