yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Paul Root Wolpe: Kurzweil's Singularity Prediction is Wrong (YouTube Geek Week!) | Big Think


3m read
·Nov 4, 2024

Ray Kurzweil has argued that we're on our way to a singularity. That is, if you look at the change and the interaction of scientific fields over the course of the last century or so, and you project it forward, what you see is not a linear progression, but an exponential progression. This means that as things change, they're going to change more rapidly, so that the curve will indicate that over a very short period of time, we will make giant leaps in scientific sophistication.

What he's argued about that is that this is going to reach kind of critical mass, which will mean that at some point—there are different dates that have been projected—but it's not that far in the future; a couple of decades. We are going to be able to manipulate human form and function so drastically that it's impossible, on this side of that moment he calls a singularity, to predict what life will be like on the other side of that singularity.

I happen to think he's wrong. I think that things will change. I think things will change dramatically, but I don't think that moment's going to come anything like in the way that he thinks it's going to come. Society is too complex for that. Our interactions with different scientific fields—look. One of the things that we have found out over and over again when we talk about biology and biotechnology is that things are much more complex than we think they are.

First, we were going to decode the human genome, and that was going to open up everything we needed to know about the nature of life. And then we said, "Oh no, we just finished the human genome, but we don't really understand the proteins that these genes code for, so we have to map the proteome and then we have to get all of these proteins together." And then people said, "Oh no, that's not going to be enough because now we've discovered epigenetics, and we realize that the genome is mediated by all kinds of cellular mechanisms that decide what gets expressed and how it gets expressed."

And that's how things go. The same things happen in the brain sciences, where a lot of our assumptions about the way the brain worked—synaptic relationships and midlevel brain organization—turned out to be much more simplistic than we thought it was. And we still don't really understand how the brain works.

I think what we're going to find over time is that rather than convergence leading us to some sort of unified idea, there will constantly be this kind of complexity fallout. As we learn about things more deeply and more deeply, we will discover that, in fact, there are all kinds of peripheral works to be done that we couldn't have even imagined looking forward.

What that means is you're not going to have a convergence towards a singularity, but you're going to have a very complex set of moments where things will change in a lot of different ways. I think the singularity is actually a very simplistic idea, and it misunderstands the complex nature of biological life and physical life.

Physics thought it was going to find its grand unified theory a long time ago. Now we're just beginning to discover that maybe the universe isn't exactly organized the way we thought it was, with dark matter and string theory and all of that, which we still don't really understand the nature of and we can't agree about.

So, I'm not a big singularity fan. I think that Ray Kurzweil's basic insight—that science is increasing at a very rapid rate, more rapidly than people recognize, and that there is a convergence of fields—is valid. The classic 19th-century fields of biology and chemistry don't make any sense anymore. Everything is interdisciplinary.

Universities have to change their structure now because we're still—I spent my life in universities—and we're still functioning on a 19th-century model of what a university should be, with these departments that have somehow gotten so petrified in their place that we are petrified of changing them.

But I also think that part of the nature of understanding that move towards complexity is recognizing that even as we get more and more sophisticated about it, part of that sophistication will be discovering new complex phenomena that right now we can't even imagine exist.

And suggesting that it's all going to be tied up in a moment where we're just going to understand everything well enough to transform the world is, I think, a fairly naive and simplistic view of how things are going to change.

More Articles

View All
Bill Belichick & Ray Dalio on Dealing with Arrogant Players
Do you get paraders that are too arrogant? Well, I would say sometimes when we get the rookies in from college, there’s a decru process that goes on. Uhhuh, some of his players come out in college, he gets drafted. You know, he’s the best player on the t…
You quit your 9-5…NOW WHAT?!
What’s up, you guys? It’s Graham here. So, as many of you know, I literally read every single one of the comments that’s ever posted on my channel. I read them all, and one of the most common recurring questions I get are comments like, “Graham, I have no…
WARNING: The Index Fund Bubble
What’s up you guys, it’s Graham here. So we got to sit down today and have the talk. And no, this is not the talk where I go and ask you to hit the like button, although we’ll have that one a little later. Instead, we’re gonna be having the talk about the…
Definite integral involving natural log | AP Calculus AB | Khan Academy
Let’s now take the definite integral from 2 to 4 of (6 + x^2) over (x^3) dx. At first, this might seem pretty daunting. I have this rational expression, but if we just rewrite this, it might jump out at you how this could be a little bit simpler. So, thi…
Dividing quadratics by linear expressions with remainders: missing x-term | Algebra 2 | Khan Academy
This polynomial division business is a little bit more fun than we expected, so let’s keep going. So let’s say that, I guess again, someone walks up to you in the street and says, “What is x squared plus 1 divided by x plus 2?” So pause this video and hav…
Creativity break: How can we combine ways of thinking in problem solving? | Algebra 1 | Khan Academy
[Music] One of the newest ways of thinking about problem solving for me is, um, something that my math professor would tell me. Um, he would say, “Don’t be afraid to be stuck.” And I think that a lot of the time, when we are doing math and we get stuck, i…