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

Physics’ greatest mystery: Michio Kaku explains the God Equation | Big Think


3m read
·Nov 3, 2024

Processing might take a few minutes. Refresh later.

MICHIO KAKU: What is the mind of God, that Albert Einstein chased after for 30 years of his life? Einstein wanted an equation that would unify gravity, electromagnetic force, and the two nuclear forces. He wanted unification of all four forces into one theory: The theory of everything, the God Equation.

My name is professor Michio Kaku. I'm a professor of theoretical physics at the City University of New York, and author of the recent book "The God Equation: The Quest for the Theory of Everything." Leonard Euler, one of the great mathematicians of human history, found one equation which summarized the fundamental constants of math: One plus e to the i pi equals zero. People call that the God Equation of Mathematics.

Now, of course, the God Equation is useless as a practical application, but think now of a God Equation for physics. Physics is quite useful. When Newton worked out the mechanics of moving objects and gravity, he helped to lay the groundwork for the Industrial Revolution. And then Maxwell and Faraday united electricity and magnetism to give us the electromagnetic force: The electric revolution of dynamos, generators, and light bulbs.

And now we have e equals mc-squared, which helped to pave the way for the nuclear force. Each time a force was unraveled, it changed human history. And now, we want to put the whole thing together into the God Equation, fulfilling Einstein's original dream.

The God Equation, just like the God Equation of Mathematics, should unify the basic concepts of physics into one equation. Now, what are these basic concepts? Relativity and the quantum theory. The problem is, the quantum theory does not unify well with general activity. See, general activity of Einstein is based on smooth surfaces. The quantum theory is based on chopping things up into particles. That's the opposite of Einstein's philosophy of smooth curves representing space-time. That's why it's so difficult.

It's no exaggeration to say that the greatest minds of the entire human race have made proposals for this grand final theory of everything. Each one was shown to be anomalous or divergent. So far, there's only one theory which has survived every challenge: string theory, which is what I do for a living.

Now, what is string theory? From a distance, an electron looks like a dot. The neutrino is another dot. The quark is another dot. We have all these dot particles. How many dot particles? Hundreds of them. But string theory says if you can peer into the heart of an electron, you will see that it's a rubber band: A tiny, tiny vibrating string, very similar to a guitar string. There's an infinite number of vibrations, and that is why we have subatomic particles. The subatomic particles each correspond to a different set of vibrations of a rubber band.

String theory allows you to rotate particles into each other, turning electrons into neutrinos, neutrinos into quarks, and the theory remains the same. That is the symmetry of the string, and that's why it's so powerful: A simple idea that encapsulates the entire universe.

Now, my personal point of view is, string theory is probably the only mathematically consistent theory. All of the theories are mathematically inconsistent. What does that mean? It means that if you prove it far enough, you can prove that two plus two equals five. Therefore the theory is wrong. So far with string theory, two plus two always is four. Perhaps, it is the only theory where two plus two is four.

There are a lot of objections for string theory, by the way. The biggest objection is you can't test it. But we're getting closer and closer to being able to test it. This theory of everything blows your mind. It allows for the presence of perhaps time machines, wormholes, the universe before the Big Bang, parallel universes, the multiverse, things out of the twilight zone.

Can you go backwards in time and meet your parents before you were born? Can you go travel faster than the speed of light through a wormhole? We don't know. That's why we need string theory.

  • Get smarter faster with new videos every week...

More Articles

View All
Models of citizenship | Citizenship | High school civics | Khan Academy
What do you think it means to be a good citizen? What does a good citizen do? Take a minute to imagine your idea of a good citizen. What characteristics does that person have? What actions does that person take that contribute to their status as an active…
Photos Reveal the Changing Face of Saudi Arabia’s Women | Exposure
[Music] I’m always surprised when I’m in Saudi Arabia because I go there with a sort of sense of dread of how difficult it will be to photograph and how impenetrable the place is. And then I find myself there and having fun. The women in Saudi Arabia are…
Khan for Educators: Student experience
Hi, I’m Megan from Khan Academy, and in this video, we’re going to walk you through the learner or student experience at Khan Academy. We believe that everyone is a learner; from the teacher perspective, all of your students are learners, and you can be a…
Beta decay | Physics | Khan Academy
Did you know that paper industries can use radioactivity to ensure consistent thickness throughout the paper? That’s right! But doesn’t it make you wonder how do you use radioactivity to do that? Well, let’s find out. If you have a very heavy nucleus, th…
Lecture 19 - Sales and Marketing; How to Talk to Investors (Tyler Bosmeny; YC Partners)
Keep talking. Okay, great. Um, so, okay, great. Thanks for having me. So, my name is Tyler. I’m the CEO of Clever, and what I want to talk today is about sales, and I have a little bit of insight into this. Um, I graduated college. I actually studied mat…
Functions with same limit at infinity | Limits and continuity | AP Calculus AB | Khan Academy
The goal of this video is to get an appreciation that you could have many, in fact, you could have an infinite number of functions that have the same limit as X approaches infinity. So, if we were to make the general statement that the limit of some funct…