Why does the emperor always kill the minister of merit? Why do the US and China have trade wars?

It is best to pause in the middle to ponder about it.
"Three beauties splitting gold"
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Three people, A, B, and C, split 100 gold coins.
A, B, and C make proposals in turn oh how to split the coins.
If the proposal is not passed by more than half, the proposer is executed.
After the death, two people remain, and the second person proposes.
If the proposal passes by strictly more than (and not exactly) half, the gold coins will be divided accordingly.
Assumptions:
All three are smart and rational
Human nature is evil
----------------------------------
What happens if four people play according to the rules above?
What does the boss mean?
What does the low-rank class mean?
If you break your class status, do you need to conspire with people?
Why does the boss earn the most?
The relationship between countries is the same.
For example, the United States, as the world's leader, always allies with weaker nations to provoke the "second leader".
When the Soviet Union was the second leader, the US dismantled them through ideology.
Later, Japan was the second leader, and the Plaza Agreement crippled Japan.
Afterwards, Russia became more and more powerful. It crippled Russia through oil.
Now that China is the second leader, the United States has started to engage China in a trade war.
The US is worried, because the second leaderalways wants to take its position.
Teacher Li Yongle takes you through analyzing the above mathematical model and gives the practical significance represented by it.

[@user-bw9zf8gm8b]

没废话，没广告，没装逼，没卖乖。字字精炼。视频界的一股清流！没有之一！

[@TchLiyongle]

视频有字幕；另外，记得点赞和留言，不要让视频沉了！老铁们

[@user-fz2hk9vw5s]

韩非子和三个妃子说，咱们来玩儿点更刺激的😂

[@zhk13]

大家要注意李老师讲的是一次性博弈，实际上早证明了重复博弈是很容易形成共谋的，道德也是这么来的。

[@user-gb9zd1bj9s]

老师，你的衣领没有点外翻

[@E2IE]

听着感觉找到任督二脉了，打通就能成为绝世高手了🤔

[@xanderluo3967]

这简直活生生的官场，职场生态圈再现啊！

[@user-ml8jh1qj5n]

李老师，不愧是北大和清华毕业的高材生，没有多余的废话，经典，直接。短短的10分钟视频让人获益匪浅！

[@user-by1ni9ug9y]

李老师，我就是单位上的那个A，上面真还有个M，咋办咯？

[@twinhillexploder962]

李老师，虽然你说那三姬分金a99b1c0的我没看过，但我认为这方法也算是最佳方案，试问如果b因为已经穷途末路了，处在一个如果a不给他至少1他也会死的状况，这样b就会心想我死也要拉一个人陪我死，所以结论是这方案比a100b0c0更有保障的功能

[@MrAmauchenn]

我們海外華人最喜歡的李老師,感謝您,上至天文下至地理,我們獲得太多知識,天下少有的好老師,但願全球華人一致在这教室共同受教！两岸華人互相攻擊謾罵,甚至偽裝对方,攻擊,如此只會讓華人衰敗下去,但願天下華人共聚一堂,聆聽李老師全方位教育,一齐走向光明華人大世界。

[@WawoChen]

太酷的講法了，連這個現像也能用數學來解釋類比，真的太神了！

[@soby.H]

台灣的主流youtuber娛樂性、商業性太重，知識型態過淺碟，雖然也有大學開放課程，但是時間太長過於艱澀，李老師的影片正好補足市場課缺少的一塊，支持李老師！

[@fayzhou3429]

李老师通过博弈论说明中国人的权谋艺术，假设A是皇帝（权力第一序列），B是丞相（第二），C是武将（第三），丞相和武将只要密谋就能搞掉皇帝，但是丞相却理性的知道换掉皇帝后，武将就会干掉自己，所以文官集团处于封建社会第二序列的权力地位，总是一致的与皇帝保持一致意见，压制武官。

[@zhengwang2411]

是李永乐老师带我了解了世界，了解了很多学科、、、这可能让我求知的路上少奋斗好多年或一辈子都不了解的现象……非常感谢李永乐老师！

[@jingtang1236]

李老师，您好!我是看了东京自干五的节目过来看您的视频。看了几集您做的视频。感觉您是一位有大智慧的良师。您的课不乏味，能吸引和抓住听众，而且您的课里背后都隐藏着某种思想和很深的道理，让听众自己去体悟。您很厉害。👍👍👍

[@user-sm4ip2uk4b]

李老師您好 ，我在臺灣 ，看到您的影片有相見恨晚的感覺 。

[@user-kx2ku5wj8i]

三人分金的問題對應到現代博弈論裡面的海盜博弈模型 也是社會階級的雛影

[@judyw1260]

上通天文,下達地理,对李老師的教常方式非常佩服!

[@zhongshanhu7376]

大中华圈，就缺少李老师这样的老师。之前看英文圈里，有很多教程，将数学原理讲的很清楚，同时启发了学生对数学的兴趣。在中文圈里，几乎没有这样的老师。李老师是我看到的不多的一位，很好