Peter H. Diamandis

speaker

73,843 appearances 166 recordings 1 series first heard Aug 2024 last heard yesterday

Peter H. Diamandis’s voice in public audio — every appearance, attributed to the second.

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recordings per month · last 12 months

Recordings per month over the last 12 months — 86 in all, peaking in Sep 2026 with 13.

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Moonshots with Peter Diamandis · Ask the Mates Anything Round #2 | MOONSHOTS AMA #293 · 22 Sep 2026 podcast

Over to you, Ron.

And we'll go for another ten minutes and then we're gonna have to jump into our normal days here.

And longtime listener, and uh I'm a screenwriter, director.

So uh a big special thank you to Peter because uh I was in a bad place uh when I was uh in the early uh early this year, I was writing something about China and uh yeah, I was like borderline depressed.

But uh since I've been uh and uh you know writing uh another project for uh future vision uh you know XY.

Christ, you know, I have become a bit more optimistic about the future and everything.

I also read the books uh Peter wrote, The Abundance and uh, you know, We are as God.

And um, so I've been thinking.

So since uh everything is uh hooked or incinerated, as Alex would say, uh, what is the like one of the hardest problems still left?

So I kept coming back to like distrust between rival nations, right?

And uh I read Solve Everything two weeks ago.

And Alex and Peter, you actually described agreement as one of the new scarcities uh once cognition becomes abundant, right?

So I wonder: could agreement under distrust itself become compute-bound?

And could coordination between rivals like the US and China become an engineering problem?

So here's my question.

As sovereign AIs will increasingly advise governments, can we create a shared protocol that they can connect to and use AI and privacy-preserving computation to search?

for gradual improving agreements without either side exposing uh protected data.

Um is that technically and institutionally meaningful direction?

And if it is, you know, what do each of you think is the hardest part uh we should solve first?

Thank you.

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