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

This Book Changed the Way I Think


2m read
·Nov 3, 2024

Processing might take a few minutes. Refresh later.

I was very pleasantly surprised a couple of years back that I reopened an old book which I had read, or I thought I'd read, about a decade ago called The Beginning of Infinity by David Deutsch. Sometimes you read a book and it makes a difference right away. Sometimes you read a book and you don't understand it; then you read it later, at the right time, and it makes a difference.

This time when I reopened this book, I went through it much more carefully than I had in the past—meticulously—rather than reading it to read it and to say I was done reading it. I read it to understand the concepts and the topics and stopped at every point where something was new. It completely started reforming my worldview. It changed the way that I think, and I would credit this book as being probably the only book in the last decade, except maybe a few of Nasim Taleb's works and maybe one or two other scattered books, that I feel made me smarter.

They literally expanded the way that I think. They expanded not just the repertoire of my knowledge, but the repertoire of my reasoning. People throw around words like mental models a lot, and I find most mental models not worth reading or thinking about or listening to because I find them trivial. However, the mental models that came out of The Beginning of Infinity are transformational because they very convincingly completely change the way that you look at what is true and what is not.

Karl Popper laid out the theory of what is scientific and what is not, what is a good explanation and what is not. What Deutsch does is expand on that dramatically in The Beginning of Infinity, but even that is to do it a disservice. The wide-ranging nature of what he covers in The Beginning of Infinity is incredible. He goes from the theory of knowledge, which goes by the fancy word epistemology, all the way to quantum mechanics and physics and multiverse theory, to infinity and mathematics, to the reach of what is knowable and what is not knowable, universal explanations, the theory of computation, what is beauty, what systems of politics work better, and how to raise your children. These are all-encompassing, long-range philosophical ideas.

More Articles

View All
What’s the most effective way to offset the depreciation of your jet?
So what’s kind of the sweet spot in terms of how old the jet is where someone else is taking the depreciation and the big hit for you, but you’re not going to be stuck with something no one wants in 5 to 10 years? No, it’s a great question, Preo, because…
The Murder of Kim Jong-un's Brother | North Korea: Inside the Mind of a Dictator
♪ ♪ NARRATOR: February 13th 2017. Kuala Lumpur International Airport. Kim Jong-un’s brother enters the terminal, unaware that two female assassins are also at the airport. Now, for the first time on television, one of the assassins tells her full extraor…
Safari Live - Day 59 | National Geographic
Well, sorry about that guys. We unfortunately lost our internet signal, so we are back up and running now. Gremlins are gone, everything is all good. The sun is coming out and there’s wonderful things of foot’s shadow and cover. So, messing around with a…
Rate problems
[Instructor] So we’re told that Lynnette can wash 95 cars in five days. How many cars can Lynnette wash in 11 days? So like always, pause this video and see if you can figure this out. The way that I would like to tackle it is given the information they…
Comparing constants of proportionality | 7th grade | Khan Academy
Betty’s Bakery calculates the total price d in dollars for c cupcakes using the equation d is equal to two times c. What does two mean in this situation? So pause this video and see if you can answer that. All right, before I even look at the choices, le…
Parametric curve arc length | Applications of definite integrals | AP Calculus BC | Khan Academy
Let’s say we’re going to trace out a curve where our x-coordinate and our y-coordinate that they’re each defined by, or they’re functions of a third parameter T. So we could say that X is a function of T and we could also say that Y is a function of T. If…