2025年1月16日 · Mobile Task Forces (MTFs) are elite units composed of personnel drawn from across the Foundation and are mobilized to deal with specific threats or situations that sometimes exceed the operational capacity or expertise of regular field personnel and — as their name suggests — may be relocated between facilities or locations as they are needed.

拉马努金求和是给发散级数赋值的一个重要方法，在这种求和方式下的一个最经典的例子就是1+2+2...=-1/12. 这篇论文将重点讨论拉马努金求和的意义以及和黎曼Zeta函数的关系。 最后会有拉马努金求和的几个例子和可以继续研究的地方。 当然，除了拉马努金求和外，还有 切萨罗求和 等其他求和方式，在这篇论文中不予讨论。 引言——除公理外所有的数学命题都需要证明。 (除了数学中那种既不能被证实也不能被证伪的命题) 所以我先给出它的证明： 命题：级数. 1+2+3...= …

这个广泛流传的误解来自黎曼ζ（读音"zeta"）函数的解析延拓有 \\zeta(-1)=-\\frac{1}{12} 这个数学事实。我在相关姿势水平不够的时候也信了那套莫名其妙的暴力求和来着……

之所以有人把Zeta(-1)=-1/12理解成全体自然数的和，我个人认为有以下原因： 1.有人一知半解，把解析延拓后的解析式当成完全等于原定义的值，因此便有-1/12＝Zeta(-1)=∑1/(n^(-1))=∑n这样的谬误

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2021年9月4日 · Here is the finalized model for MTF - Zeta 12, which is the same squad the main character for SCP: Fragmented Minds is part of as an Advanced Site Researcher. This is the actual render of the suit and it will appear this way in-game.

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Why does $1+2+3+\dots = {-1\over 12}$? I found this article on Wikipedia which claims that $\sum\limits_{n=0}^\infty n=-1/12$. Can anyone give a simple and short summary on the Zeta function (never heard of it before) and why this odd result is true?

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