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Cato Podcast

Measuring the Relationships between Human Freedom and Prosperity

Cato Podcast

Cato Institute

Immigration, News, News Commentary, Peace, 424708, Markets, Government, Libertarian, Policy, Politics, Cato, Defense

4.5979 Ratings

🗓️ 12 April 2024

⏱️ 12 minutes

🧾️ Download transcript

Summary

Human freedom and prosperity go together, but what does that look like specifically? Cato adjunct John Early explains.

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Transcript

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0:00.0

This is the Cato Daily Podcast for Friday, April 12th, 2024.

0:06.8

I'm Caleb Brown.

0:07.8

Over at least the last two decades, countries that perform well in terms of human freedom

0:12.2

are much more prosperous.

0:13.7

That shouldn't be surprising, but the strength of that relationship should inform economic

0:18.9

and development policy.

0:21.2

Hido Institute adjunct John Early has dug a little deeper into the data.

0:25.2

We spoke last month in Dallas.

0:27.0

The Cato Institute is the partner with the Fraser Institute in producing the Human Freedom

0:31.7

Index that I know Ian Vasquez spends a lot of time on to make

0:36.0

sure all the numbers are right and one of the most profound things that I've seen is the degree to which freedom and prosperity go together.

0:47.4

How should we understand that relationship?

0:50.9

It's actually a relationship that's kind of been noted throughout history going all the way back to Plato.

0:56.0

You know, Adam Smith and Milton Friedman and Friedrich Hayek have all advocated for and shown how freedom generates more prosperity.

1:06.7

And this index gives us a chance

1:08.9

in how to test that mathematically.

1:11.4

Does the greater level of freedom within the indexes of freedom, there actually

1:16.4

are 82 different components that go into it. Does the greater freedom there translate

1:21.6

into greater prosperity and the research that I've done shows

1:25.9

that A that's true, B it's true very strongly and thirdly that's very important that's

1:32.4

a good news.

1:33.0

So how do we understand that relationship in, you know, more granular detail?

...

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