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

Good Explanations Are Hard to Vary


2m read
·Nov 3, 2024

Brett, would you say that a scientific theory is a subset of a good explanation? Yes, they're the testable kinds of good explanations. Falsifiable theories are actually a dime a dozen. This doesn't tell you anything about the quality of the explanation you're being given.

The example that's used in "The Fabric of Reality" is the grass cure for the common cold. If someone comes along to you and says, "If you eat 1.0 kilograms of grass, it will cure your common cold," they have a testable theory. The problem is that no one should test it. Why? Because they haven't given you an explanation as to what the mechanism is that would enable grass to cure the common cold.

If you do eat the 1.0 kilograms of grass and it doesn't cure your cold, they can turn around and say, "1.1 kilograms might do it," right? Or you need a different kind of grass, or you need to always do it on a different day. It's always testable, but you're not getting anywhere; you're not making any progress.

So, I think the second piece of a good explanation is hard to vary. It has to be very precise, and there must be a good reason for the precision. The famous example he used in "The Beginning of Infinity" is, "Why do we have seasons on the Earth?" There was the old Greek explanation: "Well, it's driven by Persephone, the goddess of spring. That's when she can leave Hades," and there's this whole theory involving gods and goddesses. Not only was that not easily testable, it was very easy to vary. Persephone could have been Nike, and Hades could have been Jupiter or Zeus.

It's very easy to vary that explanation without the predictions changing. Whereas if you look at the axis tilt theory of saying "The Earth is angled at 23 degrees relative to the sun," and therefore would expect the sun to rise here in the winter and over there in the summer, the facts on that are very hard to vary. It makes risky and narrow predictions. They can predict the exact length of summer and winter at different latitudes, and you can test that very precisely.

So beyond it being a creative theory that is testable and falsifiable, it should be hard to vary the pieces of that theory without essentially destroying that theory. You certainly don't want to vary it after the fact, like your grass example: "Oh, it was one kilogram, now it's 1.1, now it's 1.2."

Finally, the predictions that it makes should be very narrow and precise, and they should be risky. For example, I believe in relativity; was it Eddington who did the experiment and showed that starlight gets bent around the eclipse? That was a prediction that Einstein had made in relativity, which turned out to be true. That was a risky prediction that took a long time to confirm.

More Articles

View All
Why Rich People Are Cheap
It’s a cotton stereotype self-perpetuated throughout history: rich people are cheap. We’ve seen this demonstrated and exaggerated in everything from fictional characters like Mr. Burns from The Simpsons and Ebenezer Scrooge from A Christmas Carol, all the…
Picking Up Poop for Science | National Geographic
[Music] We call it Black Gold, really because you can learn so much information from an individual animal just based on its poop sample. My keepers are collecting the feces on a regular basis, two to three times a week. We can then put that poop in a cof…
Fishing Tips: Maximizing Your Outrigger | Wicked Tuna: Outer Banks
[Applause] [Music] [Applause] Hi, my name is Brittain Shak, and I’m captain of the Dogghouse. One of the things that is pretty vital to, uh, trolling to me, in order to get a spread, to get my bait spread out covering as much of the water column as possi…
What is Technological Singularity? | Origins: The Journey of Humankind
[Music] One of the apprehensions that people have about this technological singularity, which is really a metaphor borrowed from physics, to describe what happens when you go through a black hole. The center of a black hole, the singularity, is where the …
Derivatives expressed as limits | Advanced derivatives | AP Calculus BC | Khan Academy
Let’s see if we can find the limit as h approaches 0 of (5 \log(2 + h) - 5 \log(2)), all of that over (h). And I’ll give you a little bit of a hint, because I know you’re about to pause the video and try to work through it. Think of your derivative proper…
Announcement: Chile Creates Enormous Ocean Preserve | National Geographic
That has been to Radha’s islands are one of the most extraordinary places in the ocean. Populations of giant lobsters, abandoned populations of fish, small population of the threatened Juan Fernandez. First, this is a place so unique that if it went away…