Donald Hoffman

speaker
2,139 appearances 4 recordings 4 series first heard Apr 2025 last heard 26 Jun

Donald Hoffman’s voice in public audio — every appearance, attributed to the second.

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recordings per month · last 12 months
2 · Jun OctJan 26AprJulnow

Recordings per month over the last 12 months — 3 in all, peaking in Jun 2026 with 2.

Appearances

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Yeah, most tapes are probably you wouldn't halt, would be my guess.
But that's not an important point here.
I think that's the case, but it's not a central point.
The fact is that many won't halt.
And so the question that Turing raised was something like this.
So is there a Turing machine that can tell you if it says, given this Turing machine and all these inputs, whether this Turing machine, which one of these inputs will it halt?
Okay.
And it turns out that there's no Turing machine that can do that.
So it's not a computable function.
There's no Turing machine that can tell you that whether this other Turing machine will halt or not on all these inputs.
Interesting.
So it can never understand it without running the calculation itself?
Well, and the Turing machine itself would never halt.
The one that was trying to do this would never halt.
Okay.
It's called the halting problem.
When you take a computer science class, you'll get a much better explanation than I've just given you.
Basically, you'll see that there's no algorithm that will tell you whether a particular Turing machine will halt or not on any possible inputs.
Well, first I'll just say I think a concrete example of the persistence is like I look up at the moon and then I look away.
And I say, is the moon still there?
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