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读懂「Lehmer pairs and GUE」：先把定义、反例和适用范围钉死
In this post we assume the Riemann hypothesis and the simplicity of zero…
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「Polymath proposal: upper bounding the de Bruijn-」笔记：问题从哪来、证明卡在哪
Building on the interest expressed in the comments to this previous post…
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「Polymath15, first thread: computing H_t, asympto」：数学直觉如何落到可检验的步骤
This is the first official “research” thread of the Polymath15 project t…
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把「Polymath15, second thread: generalising the Riem」写成可执行的阅读路径
This is the second “research” thread of the Polymath15 project to upper …
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「Polymath15, third thread: computing and approxim」：数学直觉如何落到可检验的步骤
This is the third “research” thread of the Polymath15 project to upper b…
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读懂「Long gaps in sieved sets」：先把定义、反例和适用范围钉死
Kevin Ford, Sergei Konyagin, James Maynard, Carl Pomerance, and I have u…
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「Polymath15, fourth thread: closing in on the tes」笔记：问题从哪来、证明卡在哪
This is the fourth “research” thread of the Polymath15 project to upper …
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「Polymath15, fifth thread: finishing off the test」笔记：问题从哪来、证明卡在哪
This is the fifth “research” thread of the Polymath15 project to upper b…
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「Course announcement: 246C, complex analysis」：数学直觉如何落到可检验的步骤
Next quarter (starting Monday, April 2) I will be teaching Math 246C (co…
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「Polymath15, sixth thread: the test problem and b」：数学直觉如何落到可检验的步骤
This is the sixth “research” thread of the Polymath15 project to upper b…