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Ray Kurzweil

πŸ‘€ Speaker
955 total appearances

Appearances Over Time

Podcast Appearances

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

Because it's really hard to consider exponential growth.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

Right.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

People don't think

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

unless they're pushed in exponential terms necessarily.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

I want to call to your attention, particularly if you look at this chart, there's a period between, I don't know, call it 1970 and 1980 or so, when there's flat progress or the appearance, there's a bit of a plateau there.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

So plateaus do happen even though over, call it a 70, 80 year time period, there's a linear trend over time.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

So my question for you is,

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

If you could send a message back in time to the 60s or the 1970s for how to avoid all plateaus in progress, we saw in space 50 plus years when humans weren't going to the moon.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

It's not that progress automatically happens in all domains for free.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

If you could send a message back in time to the 1960s or 1970s for how to avoid plateaus and just speed up progress toward the singularity, what message would you send back in time?

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

I mean, I think it's just a normal variation.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

I don't really think there was constant growth during that period.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

It may look like that.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

Frame it then as a variance reduction measure.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

If you were to send a message back in time for how to reduce variation from that line, that semi-log line, what message would you send back in time to just minimize the variance?

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

believe in the exponential, as we all are doing here, and you'd make this move a little more exponentially.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

But certainly, if you look at this, it looks like there's exponential growth across the entire 75 years here.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

And then I guess a related question, maybe pulling on the thread of your answer that believe in the exponential is the solution.

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

Do you think there is anything that we today prospectively looking forward could or should be doing to smooth out the exponential that we're not otherwise doing as a civilization?

Moonshots with Peter Diamandis
Why AGI Is Close but Not Here Yet | Ray Kurzweil | EP #261

Going forward.