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The "What is Money?" Show

Order Without Organizations with Aneesh Karve (WiM141)

The "What is Money?" Show

Robert Breedlove

Bitcoin, Breedlove, What Is Money, Investing, Rabbit Hole, Cryptocurrency, Money, Finance, Education, Robert Breedlove, History

4.8710 Ratings

🗓️ 22 February 2022

⏱️ 133 minutes

🧾️ Download transcript

Summary

Entrepreneur and computer scientist Aneesh Karve joins me for a conversation on his latest written work "Order Without Organizations: Computation, Austrian Economics, and the Limits of Central Planning."

Transcript

Click on a timestamp to play from that location

0:00.0

Hey, everybody.

0:09.0

Welcome back to the What is Money show.

0:10.9

I am sitting down today with Mr.

0:13.4

Anish Carveh.

0:15.7

Anish is an entrepreneur and a computer scientist.

0:19.2

And we've been exchanging notes on this piece you've just recently

0:23.5

published. And as I was saying to you offline, I think it's very important for people to start

0:29.1

to understand the computational limitations of central planning. So Anish, first of all,

0:36.5

welcome to the show. Thank you. It's good to be here,

0:40.1

and it's fun to turn Twitter conversations into something that's closer to a real life conversation.

0:46.4

I couldn't agree more, and I know we've been talking about this for some time. And your piece

0:51.9

really came together this week, And I think it's fantastic.

0:55.3

I've already shared my thoughts with you on Twitter DM.

0:59.2

I'm sure it'll come up in this conversation.

1:02.7

I guess my question of you would be, where do we start?

1:07.8

Do we just flow through this piece top to bottom or is there a certain overarching theme

1:13.0

we should touch on first? I think we start with the goal. And the process of writing the

1:19.2

article was really interesting for me in that I had an intuition in my guts for a long time

1:25.3

that there was something mechanistic about bureaucracies.

1:30.3

And when we use that word mechanistic, sometimes as computer scientists, we say that a process is

1:34.6

algorithmic if there is a step-by-step procedure for producing an outcome.

1:40.3

And I've been a long-time casual reader of Thomas Sull.

...

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