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

Why should you always assume you’re wrong? Science. | Big Think


3m read
·Nov 3, 2024

In science and in our personal life, the theories that we build to navigate the world always have assumptions. And the theories depend critically on those assumptions. If we change the assumptions, we will get a very different picture of the world. And in the case of science, the assumptions are the place where the theory stops. Explanation stops.

So if you are a physicalist, for example, you will say, please grant me, say, space-time and quantum fields. And if you grant me that, then I can explain a whole lot of things. I can try to explain chemistry, biology, and so forth. Then we might have to go deeper. We find that, say, general relativity and quantum field theory are in conflict. And so we need a deeper theory that we might use to get both.

And so many physicists are trying to find a deeper set of assumptions, not to assume space-time, but to assume something deeper and show that space-time emerges. So it's all about knowing exactly what you're— in fact, the assumptions are the critical part in a scientific theory and in personal theories. Knowing what your assumptions are is, in some sense, the most essential first move.

We always have to critically examine our assumptions. In the case of science, we call them assumptions, but I'll call them miracles. Because from the point of view of science, the assumptions are where explanation stops. The theory has nothing deeper to say. So why, in Einstein's theory, does space and time exist? There's no answer. It's a miracle. Grant me that miracle, then I can explain all this other beautiful stuff that Einstein explained.

We're now looking for a deeper miracle, right? Something deeper than space-time for which then space-time will not be a miracle. Space-time will emerge as an explanation. But whatever that deeper thing is will be the new miracle. So all of our explanations in personal life and in science always start with assumptions, but let's call them what they are. They're miracles of the theory.

And so you have to choose those miracles very, very carefully. And once you've chosen them very, very carefully, the structure will follow from that. So that's why they're so important. All the time I and my colleagues, in the work we're doing in science, I'm always going back and questioning my assumptions.

And here's one reason why we should do that. If we look back at human history, we see that we are quite consistent. We get it wrong. We assumed the earth was flat until 2,500 years ago, 2,400 years ago. Everybody thought the earth was flat. We made assumptions that were false. And they led to theories that were false.

Then we thought the earth was the center of the universe for the next 2,000 years. And we were not willing to question that assumption. It took brave people like Galileo and Copernicus to question it. Some people were burned at the stake. Galileo was imprisoned. We don't like to question our assumptions. They are very, very dear to us. And we don't like to do it. But it's the most important thing that we could possibly do.

And I would say moving forward, that in science and spirituality, the relationship between science and spirituality, spiritual traditions have insights that have been gained over thousands of years of practice and meditation and so forth, but they have their own assumptions. And it's very important when we're dealing with the biggest questions of who are we? Why are we here? Why is there evil? What is life about? The big, big questions that the spiritual traditions examine.

It seems there, more than anywhere else, we need to really look at our assumptions, try to make them as precise as possible, so that we can find out precisely where we're wrong. And I would say that was the bottom line with assumptions. Question them. Make your assumptions as absolutely precise as you possibly can. And then confidently go wherever those assumptions take you and find out precisely where you're wrong.

And then go back and modify your assumptions. I always assume I'm wrong. Looking back at human history, we're consistent, as I said. There's no reason for me to believe I'm an exception. I'm almost surely wrong. But the idea is to keep questioning assumptions and then getting a deeper and deeper, and more comprehensive understanding.

More Articles

View All
Ordering rational numbers compared to an average | Grade 8 (TX) | Khan Academy
We’re told four friends completed a 5 km run. Their average time to complete the run was 24 minutes. To compare their times, they created a table that shows the difference between each person’s time and the average time, with negative numbers representing…
The 6 BEST Investments To 10X In 2022
What’s up, Grandma’s guys? Here, so in the last year, the stock market is up another 30 percent, Ethereum is up four hundred percent, AMC is up a thousand percent, and Dogecoin is up a whopping 3821. Now, even though I cannot promise that I’ll be able to…
What if We Nuke a City?
Playing around with nuclear weapons in videos is fun. There’s a visceral joy in blowing things up and a horrifying fascination with things like fireballs, shockwaves, and radiation. And while it does help put our destructive power in perspective, it’s not…
Skipping Stones and Mailing Postcards- Smarter Every Day 88
Hey, it’s me Destin! Welcome back to Smarter Every Day. So, if you think about it, for thousands of years, people have verbally skipped along or passed down through generations the art of skipping stones. Today, it’s my turn to do the same. When you thro…
Fundraising Fundamentals By Geoff Ralston
We’re gonna have two lectures on fundraising: the this one, which is going to be a high-level overview, which I’ll do, and then next week my partner Kirsty will do a deep dive into the mechanics of fundraising, which are really fun, so you wouldn’t want t…
Example diving a unit fraction by a whole number
So let’s see if we can figure out what one-third divided by five is. And I’ll give you a hint: try to draw out one-third of a whole and then divide it into five equal sections. Pause this video and try to do that. All right, now let’s try to work through…