Jiang says the rich destabilize hierarchy because they are trained to seek maximum outcomes in a zero-sum hierarchy where only a few can be at the top.
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Zero SUM
Jiang says the rich destabilize hierarchy because they are trained to seek maximum outcomes in a zero-sum hierarchy where only a few can be at the top.
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Key Notes
He argues that most schools do not merely fail to teach these purposes; they produce the opposite effect by weakening reading, turning collaboration into zero-sum competition, and making students hate learning.
Status is a zero-sum game: one winner means others lose, and confinement turns status competition into repeated violence.
He argues that wealth and fame can expand, but power is finite and zero-sum, so too many elites competing for power drive social collapse.
Timestamped Evidence
"about, you know, like so self -control, resilience, and the ability to look inward and better understand what you're good at. Okay? So it..."
"Why are there social changes? This looks like a system of equilibrium where because of parenting, people know their place, and people know how..."
"...expectations. Okay? And this is a problem because power, it's a zero -sum game. Okay? Hierarchy is a zero -sum game. So only a..."
"to like actually love learning and you have to like know how to learn for yourself so these are the three basic purposes of..."
"...in school it's a competition where you believe that it's a zero -sum game so for you to get ahead you need school over..."
"out the pages and you throw it in the sky just to signal your liberation your liberation and you're like i never ever want..."
"...they are. You understand? So status is what we call a zero -sum game. I win, you lose, okay? There can only be one..."
"...be a finite resource. In fact, it's what we call a zero -sum game. So, for example, in this classroom, there can only be..."
"If everyone has the power, no one has any power. Okay? So, what happens over time is that all these people who believe they..."
"Because he failed the Kejiu. Okay? So, that's the idea of the overproduction of the elite. And he discovered this principle using mathematically modeling..."
"...who want to be the ones in power. Power is a zero sum game. And therefore, when you have elite overproduction, they have to..."
"...have, the elite have many, many kids, the power is a zero sum game. It's a hierarchy. And so this leads to the idea..."
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