Transcript
A (0:00)
I don't think we've evolved in a world where anything grows exponentially. I don't think we have any intuition at all. We see lines when we zoom in, and we need to zoom out and see history for us to understand these exponential curves. Ludalitz were actually right. Most of them lost their job, and the alternative that they had was actually not better if they found one. And so it's something that was better over the decades. It's great for us. It wasn't great for them.
B (0:26)
Well, hello, everyone. It's Jim o' Shaughnessy with yet another Infinite Loops. I'm very, very excited about today's guest. Thomas Pueo, a French Spanish writer, engineer, entrepreneur whose work sits at the intersection of maps, math, and imagination. Oh, man, I'm going to love talking to you. His work came to global attention early 2020, when his viral essays Coronavirus, why youy Must act now, and the Hammer and the Dance helped millions to understand what exponential spread really meant. You know what's interesting is that those two pieces led to an incredibly popular substack called Uncharted Territories, where you use geography, history, and technology and data to explain the world, where it's been, where it's going. But I always think about that Bartlett quote, and I want your opinion on it. The greatest shortcoming of the human race is our inability to understand the exponential function. Why and welcome.
A (1:34)
Thank you. Thank you for having me. Yeah. That is exponential. It's weird because I had a good intuitive sense of what these were because of my previous job. I was handling Facebook viral apps, and I built a few that grew exponentially. And when you grow, you see it grow every day. And in this exponential way, you get a good sense of it. But humans, I don't think we've evolved in a world where anything grows exponentially. Nothing goes this way. We have a sense of linear growth, maybe exponential growth in, for example, what fruit flies like, how they reproduce themselves, things like that, but very, very few otherwise. And so I don't think we have an intuition at all. We see lines when we zoom in, and we need to zoom out and see history for us to understand these exponential curves.
B (2:25)
Yeah, I've often said that math, especially, it used to baffle me, and I think it baffles me less now. But it does seem, when you look at humans in general, there seems to be this 1, 2, 3, a lot sort of mentality. And I think that understanding exponential growth, understanding that compounding can go both ways, can go positive and negative, are kind of simple concepts, not the exponential part, but the compounding certainly. Why do you think that it is a challenge for us to think mathematically.
A (3:07)