The sensational mathematics community Zhang Yitang published the Landau-Siegel zero point document: problems related to the proof of the Riemann conjecture
In mid-October, mathematician Zhang Yitang announced shocking news: in a conference he announced that he had conquered the Landau-Siegel zero conjecture.
He had previously promised to publish articles in the coming weeks,A preview version of the document was posted online today, with more than 100 pages, and will be peer-reviewed.
The conjecture studied by Professor Zhang Yitang is linked to a great problem in the history of mathematics, namely the Riemann conjecture, proposed by Bernhard Riemann in 1859 and is a conjecture on the zero-point distribution of the Riemann zeta function ζ (s).
The Landau-Siegel zero point conjecture refers to a weak form of the Riemann conjecture, the core of which is to answer “Is there anything called the Landau-Siegel zero point?”
Professor Zhang Yitang has been studying the Landau-Siegel zero point conjecture for over 20 years and believes that this problem can be divided into two cases: the existence and non-existence of zero points.
Earlier he said: “If a Landau-Siegel zero holds, eventually an inequality can be drawn. And this inequality is obviously wrong, so a contradiction can be deduced from here.
From this point of view, we get a contradiction from the existence of the Landau-Siegel zero.
For now, all I can say is that at least a weak form like this is still possible, but the whole technical thing is very complicated. “
According to the previous analysis, if Professor Zhang Yitang can prove the Landau-Siegel zero point conjecture,He will be the greatest mathematician of the last 50 years, bar none.
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