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🗓️ 16 May 2011
⏱️ 70 minutes
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0:00.0 | Welcome to Econ Talk, part of the Library of Economics and Liberty. I'm your host Russ Roberts |
0:13.9 | of George Mason University and Stanford University's Hoover Institution. Our website is econtalk.org |
0:21.2 | where you can subscribe, find other episodes, comment on this podcast, and find links to |
0:26.5 | another information related to today's conversation. Our email address is maleaddycontalk.org. We'd |
0:33.6 | love to hear from you. Today is May 2nd, 2011, and my guest is William Byers of Concordia |
0:43.5 | University. His latest book is The Blind Spot, Science and the Crisis of Uncertainty. William |
0:49.9 | Welcome to Econ Talk. Thanks Russ. Thanks for inviting me. |
0:54.2 | So what is The Blind Spot? What is The Blind Spot of Science? What do you mean by it? |
1:00.0 | Well, I guess it is the notion that models or mathematics or theories captures reality |
1:13.4 | completely, and that it's sort of an absolute accurate picture of what's going on, and |
1:21.8 | that in its most general. And I go on to talk about the nature of our rational consciousness |
1:30.1 | if you will. This idea that it can, in fact, provide us with information, which is, I'm |
1:38.4 | not saying the information is not useful, but the idea that it provides information which |
1:43.3 | is absolute, objective, and will never be changed, that is The Blind Spot for me. |
1:50.7 | And of course, that is the way I think a lot of lay people and some scientists and social |
1:55.0 | scientists think about their disciplines, right? We just push forward, and we eliminate |
2:01.0 | ignorance, and light up the darkness as we move along, and it's just a matter of time |
2:07.0 | before we figure everything out. And you're pursuing a, you're suggesting that's a little |
2:12.2 | bit incorrect. Well, I myself think it's simplistic. You know, even in the book I draw this analogy |
2:18.8 | of the one that you mentioned that we think that science proceeds as though you're exploring |
2:24.4 | some new territory, and you just sort of conquer one bit of territory, and you move on |
2:28.0 | to the next. I claim that actually you never totally conquer any territory. You can always |
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