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

Science Advances One Funeral at a Time


2m read
·Nov 3, 2024

I had a bunch of the sides that I wanted to dive into, like finding path integrals, because it seems to me that there's some kind of a deep symmetry between multiverse theory and feminine path integrals.

You're absolutely right; he believed in multiple histories, but to the extent that he thought that these were actually physically real things or merely mathematical objects is open to question. He was relatively silent on the matter. He was certainly a realist, but he made one of the worst quips.

He's an absolute genius, probably next to Einstein, the second greatest physicist of the 20th century. But he said, "If you think you understand quantum theory, you don't understand quantum theory," which is nonsense. Whoever it understands quantum theory, David Deutsch understands quantum theory.

So that was one of the few occasions where Feynman fell into irrationality and pessimism. I think it was Planck who said, "Science advances one funeral at a time."

[Laughter] Unfortunately, even the best gets stuck behind. I see this in my own field, where you have some of the greatest investors of our time, like Warren Buffett and Charlie Munger, who are just absolute geniuses.

But they cannot wrap their minds around cryptocurrencies. The idea that there's going to be an extra sovereign money that is native to the internet is programmable, as foreign to them because their money has always been something that has been provided by the government and controlled by the government.

They just cannot imagine it any other way. So it's just the nature of people.

More Articles

View All
Impact of changes to trophic pyramids | High school biology | Khan Academy
What we see here is known as a trophic pyramid, and the word “trophic” in a biology context is referring to food relationships. So, one way to think about this is that it tells us who is eating whom and who is producing energy, and then who is able to lev…
Definite integral of piecewise function | AP Calculus AB | Khan Academy
So we have an f of x right over here, and it’s defined piecewise. For x less than zero, f of x is x plus one. For x greater than or equal to zero, f of x is cosine of pi x. We want to evaluate the definite integral from negative one to one of f of x dx. …
Warren Buffett: How to Calculate the Instrinsic Value of a Stock
Okay, here we go. In this video, I’m going to take the time to explain exactly how Warren Buffett calculates the intrinsic value of a stock. We’ll hear him explain it, and then we’ll run through a full example in the second half of the video so you can fo…
iPhone 15 and Planned Obsolescence
On September 7th, 2022, Apple announced its latest product releases during its Far Out event. As expected, the iPhone 14 was headlining the new generation of products, sporting a fairly similar look and slightly upgraded specs to its iPhone 13 predecessor…
Dua Lipa: 'Radical Optimism', Songwriting & Headlining Glastonbury | Apple Music
Finally, I’m at a place in my career where I feel really confident. It took me so long to get to this place. “Is that the book?” That’s the book! The very first page, it says “radical optimism.” “You kidding? That’s the first thing you wrote?” Yeah, l…
Make Abundance for the World
Yeah, I think there’s this notion that making money is evil, right? It’s like rooted all the way back down to money’s the root of all evil. People think that the bankers steal our money, and you know, it’s somewhat true in that in a lot of the world, ther…