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

We Are Qualitatively Different From Other Species


2m read
·Nov 3, 2024

Now you're pointing out a minority opinion there. I think culture is still stuck in the second part of what you were saying. Originally, we thought that we were at the center of the universe. This was the religious conception of man's place in the cosmos. The Earth was surrounded by the celestial spheres, and everything was orbiting around the Earth. So we were the inheritors of the entire universe, and God had gifted us with this.

And then science showed us that, in fact, we're not at a particularly special place in the universe. This is the cosmological principle—this idea that the universe is roughly the same at every single place, and we are just one of those particularly unspecial places. And not only are we unspecial in the cosmological sense, but biologically we're nothing particularly special.

We're just on the continuum between bacterias to cockroaches through to dogs and chimpanzees. Astrophysicists absolutely love, on almost every other topic, Neil deGrasse Tyson. He was talking about how chimpanzees are a lot smarter than what we think, and chimpanzees might be thinking about all sorts of stuff, and we're just not that much better.

So this is what almost everyone thinks. But this third view that a lot of us are trying to promote now is that it's not a slight quantitative difference between chimpanzees and us. There is a continuum between bacteria to cockroaches to dogs and chimpanzees, but we're off axis. We are qualitatively different, and all you need to do is open your eyes.

You look out your window, and you look at that beautiful city that happens to be out there that cannot be explained by this gradual increase of biological complexity.

More Articles

View All
How I got a Tesla for Free
So this is the infamous $78 Tesla Model 3, the one that’s now been viewed over 5.6 million times. Completely unbeknownst to me, this car would quickly become the single best investment that I have ever made. And here’s why. It all started six months ago …
Solving equations by graphing | Algebra 2 | Khan academy
Let’s say you wanted to solve this equation: (2^{x^2 - 3} = \frac{1}{\sqrt[3]{x}}). Pause this video and see if you can solve this. Well, you probably realize that this is not so easy to solve. The way that I would at least attempt to tackle it is to say…
Systematic random sampling | AP Statistics | Khan Academy
In this video, we’re going to talk about random sampling, which we’ve already talked about in other videos. We’re going to compare what we already know about simple random sampling to a new type of random sampling that we’re going to introduce in this vid…
Reasoning with systems of equations | Equivalent systems of equations | Algebra I | Khan Academy
So let’s say I had the equation (2x + y = 8). This is a single equation with two unknowns, and there are many different (xy) pairs that would satisfy this equation. Now let’s add a second equation: (x + y = 5). Once again, if we only looked at this second…
Decomposing shapes to find area (grids) | Math | 3rd grade | Khan Academy
Each small square in the diagram has a side length of one centimeter. So, what is the area of the figure? We have this figure down here in blue, and we want to know its area. Area is the total space it covers, and we’re also told that each of these little…
Marginal utllity free response example | APⓇ Microeconomics | Khan Academy
We are told that Teresa consumes both bagels and toy cars, and they tell us that the table above shows Teresa’s marginal utility from bagels and toy cars. The first question is, what is her total utility from purchasing three toy cars? So pause this video…