yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

How I Developed the Principled Way of Thinking


less than 1m read
·Nov 8, 2024

What happened is I found that I needed to write down my criteria and test them. So I started with the markets because, you know, it's tough to wrestle all in your head with everything.

I found that I needed to do that, and I could test the criteria. I found that transformative because, one, I could test them; I know how they would have worked. I tested the logic, and when I tested them, I learned in ways that I wouldn't have learned.

Then I could systemize the decision-making. I could write them into equations, I could have the computer help me, and I could be understood by the people I was with. We could debate the criteria rather than just screaming our conclusions at each other.

That then led me to do the same thing when I'm managing the company. Okay, I have a company; it grows from 9 to 1500 people, and you know how do we communicate how we do it? How do you have an idea of meritocracy? How do you do that?

So writing down my criteria and the principles and then saying, "Should we debate that? Is that the right way?"

More Articles

View All
Escape Competition Through Authenticity
This reminds me of your tweet about escaping competition through authenticity. It sounds like part of this is a search for who you are. It’s both a search and a recognition because sometimes when we search our egos, we want to be something that we aren’t.…
Secant line with arbitrary difference | Derivatives introduction | AP Calculus AB | Khan Academy
A secant line intersects the curve ( y ) equal to the natural log of ( x ) at two points with ( x ) coordinates ( 2 ) and ( 2 + h ). What is the slope of the secant line? Well, they’re giving us two points on this line. It might not be immediately obviou…
Using arithmetic sequences formulas | Mathematics I | High School Math | Khan Academy
All right, we’re told that the arithmetic sequence ( ai ) is defined by the formula where the ( i )-th term in the sequence is going to be ( 4 + 3 \cdot (i - 1) ). What is ( a{20} )? So, ( a{20} ) is the 20th term in the sequence, and I encourage you to …
Proof: perpendicular lines have negative reciprocal slope | High School Math | Khan Academy
What I’d like to do in this video is use some geometric arguments to prove that the slopes of perpendicular lines are negative reciprocals of each other. So, just to start off, we have lines L and M, and we’re going to assume that they are perpendicular,…
Conditions for inference on slope | More on regression | AP Statistics | Khan Academy
[Instructor] In a previous video, we began to think about how we can use a regression line and, in particular, the slope of a regression line based on sample data. How we can use that in order to make inference about the slope of the true population regre…
Q&A With Grey: Just Because Edition
Hello Internet. When’s the next Q&A with Grey? - Discord21337 Right now! What opinion have you held for a time and then changed radically? - desvirtuado Well, as mentioned the first time I talked about changing your mind, this is always hard to disc…