周氏定理:当2^(2^n)
Starters: Zhou Haizhong.
提出者:周海忠。
Vouchers: Lu Zhou.
证明者:陆舟。
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This is not the key point.
这都不是重点。
The key point is, in ppt, matched a picture to these two big shot respectively.
重点是,ppt里面,给这两位大佬分别配了张照片。
Sees that picture shamelessly, Lu Zhou immediately one red, wishes one could to force in the keyboard the face.
看到那照片,陆舟顿时老脸一红,恨不得把脸塞进键盘。
mother was too ashamed!
太尼玛羞耻了!
Hung own picture also even, but also does not know the document photo that especially where buckled, simply has not responded his real attractiveness value!
挂自己的照片也就算了,还特么不知道是从哪里扣下来的证件照,根本没有反应出他的真实颜值!
This......
这……
This simply is the lifetime stain!
这简直是一生的污点!
Lu Zhou cannot bear cover the face.
陆舟忍不住捂脸。
Stands the postgraduate candidate on platform is also an awkwardness.
站在讲台上的博士生也是一阵尴尬。
mmp!
mmp!
Comes to enliven the atmosphere under with this document according to the text, who special can think that the person concerned can listen to own class unexpectedly!
配这个证件照本来是想活跃下气氛的,谁特么能想到事主竟然会来听自己的课啊!
ppt turns the page rapidly.
ppt迅速翻页。
However p. 2, is related with Lu Zhou.
然而第二页,又和陆舟有关。
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Twin Prime Conjecture.
孪生素数猜想。
Polignac suspects to propose, to all natural number k, has the infinite many prime numbers to ( p , p + 2 k ). the k = 1 situation is Twin Prime Conjecture.
波利尼亚克猜想提出,对所有自然数k,存在无穷多个素数对(p,p+2k)。k=1的情况就是孪生素数猜想。
Proof line: Defines theta ( n ) = lnn, if n is the prime number ; Defines theta ( n ) = 0, if n is the divisible number. If we can select function lambda ( n ) appropriately......
证明思路:定义theta(n)=lnn,如果n为素数;定义theta(n)=0,如果n为合数。如果我们可以恰当选取函数lambda(n)……
Came up with the proof line by Chinese scholar stretch/open Yitang, presently the optimum result is 246.
由华裔学者张益唐提出证明思路,当前最佳结果为246。
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Sees this page of ppt, sat discovers the issue in some first row of being sharp-eyed student immediately, raised hand to say.
看到这页ppt,坐在第一排的某个眼尖的学生立刻发现了问题,举手说道。
„Teacher, this suspicion had been proven probably couple days ago.”
“老师,这个猜想好像前几天已经被证明了。”
The postgraduate candidate was somewhat embarrassed, coughed the sound: „This ppt is two weeks ago does, this place forgot to change. This suspicion, is the Lu Zhou proof of our Jinling University, said that he is you study the younger brother. The concrete proof process is too long, does not facilitate the blackboard writing, the end of the period not area-wide student examination. The schoolmate of being interested can go to consult him...... was right, this big shot sits in our classroom's fourth row by the right window.”
那博士生有些不好意思,咳嗽了声:“这ppt是两个星期前做的,这个地方忘改了。这个猜想,就是咱们金陵大学的陆舟证明的,说起来他还是你们的学弟。具体的证明过程太长,不方便板书,期末也不会考。感兴趣的同学可以自己去向他咨询……对了,这位大佬就坐在我们教室第四排靠右窗口。”
Said this saying time, this postgraduate candidate as if for fear that students could not discover, but also smiles to Lu Zhou.
说这话的时候,这位博士生似乎生怕学生们发现不了,还对陆舟笑了笑。
Then, the line of sight then neatly collection fire on class.
然后,班上的视线便齐刷刷地集火了过来。
Especially sat that buddy by Lu Zhou, the eye stares.
尤其是坐在陆舟旁边的那哥们儿,眼睛都瞪出来了。
The expression of that surprise seemed saying: Haven't I special unexpectedly this noticed?
那诧异的表情仿佛在说:我特么竟然这都没注意到?
The Lu Zhou expression is somewhat subtle, on that postgraduate candidate to the platform smiles, in the heart sighed.
陆舟表情有些微妙,也对讲台上那位博士生笑了笑,心中却是叹了口气。
This class was to have no way.
这课是没法上了。
Quick, class recess time.
很快,课间时间到了。
While this short five minutes, Lu Zhou packed the thing to slide decisively.
趁着这短短五分钟,陆舟果断收拾东西溜了。