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Lex Fridman

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96176 total appearances
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Podcast Appearances

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

As more and more code is generated, developers end up spending more and more time reading and reviewing code.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

And if you're trying to ship code, production code, code you can rely on, there's this whole process of reviewing it.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

And that's what CodeRabbit specializes in, used by developers.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

over 100,000 open source projects.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

It's a very specific application of AI to handle this very specific part, but a crucial part of the software engineering process.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

If you want to ship a thing, you want to make sure the thing runs.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

And to make sure that it runs, you have to understand the code deeply.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

It supports basically all programming languages.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

To try it out, you want to install the CodeRabbit CLI today at coderabbit.ai.lex.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

That's coderabbit.ai.lex.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

This episode is also brought to you by Chevron, an energy company that delivers affordable, reliable energy to U.S.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

data centers.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

Demand for electricity is growing.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

That's an understatement of the century due to AI compute requirements.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

The clusters are growing.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

The super clusters.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

It's just incredible what the various companies are doing.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

The size and the power draw required to achieve that compute size is insane.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

Chevron provides multi-gigawatts of delivered power with a flexibility to scale further.

Lex Fridman Podcast
#488 – Infinity, Paradoxes that Broke Mathematics, Gödel Incompleteness & the Multiverse – Joel David Hamkins

I've been doing a lot of reading on historical periods before the Industrial Revolution, talking about the Roman Empire, the Viking Age, ancient Greece, and so on.

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