In 'On the Edge,' Nate Silver analyzes professional risk-takers
NPR's Book of the Day
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ποΈ 28 August 2024
β±οΈ 11 minutes
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| 0:00.0 | Hey, it's Empiro's book of the day. I'm Andrew Limbaugh. Talk to Nate Silver, the now |
| 0:07.1 | famous elections forecaster. And in his view, there is a shared personality type among those who |
| 0:13.8 | excel at poker playing, sports betting, VC investing, and blue chip art collecting. And he writes |
| 0:20.0 | about this type of guy, and yeah, it's usually |
| 0:22.6 | a guy in his new book, On the Edge, The Art of Risking Everything. And in this interview with here |
| 0:28.5 | and now Scott Tong, he raises one dichotomy, the risk taker versus the risk averse. But then |
| 0:34.7 | he also mentions a related but slightly different dichotomy, the individual |
| 0:39.2 | versus the collective. Find out how all of these opposing forces play off of each other after the |
| 0:44.8 | break. Remember the movie Moneyball where this contrarian geek working for the Oakland |
| 0:51.1 | baseball team clashes with the traditional scouts who go with, you know, |
| 0:56.1 | their eyes, their feel. Well, the new book seeks to understand these two camps on a much |
| 1:01.5 | broader scale. And it concludes that the data nerds, the quants who take big risks, are winning |
| 1:07.5 | in American society. And the author is a bit of a quant himself. Nate Silver, |
| 1:12.3 | you know the name. He's an election modeler. And his new book is On the Edge, The Art of Risking |
| 1:17.4 | Everything. And Nate Silver joins me now. Welcome. |
| 1:21.1 | Hey, how are you? I'm well. You know, you argue there's this group of elites in society |
| 1:26.0 | who belong to what you call the river. |
| 1:29.3 | Describe these people. |
| 1:31.3 | So the river are people who take calculator risks for a living, mostly in quantitative types of risks. |
| 1:38.4 | So involving finance or poker is kind of like the ur part of the river. |
| 1:43.8 | And they combine two traits, |
| 1:45.4 | one of which is that very moneyball-ish analytical approach, |
... |
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