Transcript
A (0:00)
Welcome to Kwik Brain Bite Sized brain hacks for busy people who want to learn faster and achieve more. I'm your coach, Jim Kwik.
B (0:08)
Free your mind. Let's imagine if we could access 100% of our brain's capacity. I wasn't high, wasn't wired, just clear. I knew what I needed to do and how to do it. I know kung fu.
A (0:22)
Show me. Welcome back to the show Quick Brain Podcast where we upgrade your greatest superpower, your ability to learn to think and live without limits. I'm your host and your brain coach, Jim Kwik. Today's conversation is going to stretch the way you think about thinking itself. We've done episodes on metacognition, thinking about your thinking, but this is going to go even deeper. So I encourage everyone to take notes because almost feels like it's going to be a master class. If you ever wonder why societies cooperate, why rumors spread and why markets rise and fall, you're about to discover that the real force behind it isn't just intelligence or even emotion. It's shared cognition. And our guest is Dr. Steven Pinker, Harvard psychologist, cognitive scientist, two time Pulitzer Prize finalists, one of Time's 100 most influential people in the world today. If I was to read the cv, it would take the entire episode. He's dozen, he's written a dozen books. His latest we're gonna be diving into today. And if you're watching this, the extended version on YouTube, which I always encourage you to do when everyone knows that everyone knows common knowledge and the mysteries of money, power and everyday life. So again, grab your notebook because this episode isn't just about learning. It's about re seeing the architecture of human understanding and connection. Welcome to the show, Stephen.
B (1:56)
Thank you, Jim.
A (1:57)
Been looking forward to this conversation. Maybe we could start out by this interesting title. Your title of your latest book points to something profoundly recursive. When everyone knows that everyone knows. Can you unpack? What's that?
B (2:18)
Yes, with my editor to make sure those three dots were included.
A (2:24)
It's very, very clever.
B (2:27)
So common knowledge in the technical sense that I use it in the book refers to the state in which I know something. You know something. I know that you know it. You know that I know it. I know that you know that I know it. You know that I know that you know that I know it ad infinitum. Now that sounds impossible. Your head starts to spin with two or three levels of I know that he knows that I know that he knows. Let alone an infinite number which can't fit into A finite skull. But what I suggest is that we get common knowledge at a stroke. When we witness something in a public setting, that when we see other people seeing it and they see us seeing it, then that generates common knowledge in one step. That is, I know that he knows that I know that he knows just because I see him seeing it and I see him seeing me seeing it. And we have it as a common knowledge. We experience it. Sometimes we really do try to get into each other's heads as they get into our heads or just someone else's heads. That's often what we do in mysteries, in comedies of manners, and I quote a bunch of situation comedies in the book where the characters try to get inside each other's heads. We do it, of course, in everyday life, like, what did he really mean? Or what does he think that I. Does he know what I know? But more often we just have a sense. If it's public, if it's out there, if it's there for all to see, if it's in your face, then that gives us common knowledge. And that's important because we need common knowledge to coordinate, to be on the same page. It's not enough if you and I are meeting someplace, and it's not enough for me to know where you think I want to go, because I might think where you want to go. To end up at the same place at the same time. We've got to just settle it by, say, having a phone call. And that generates common knowledge that each knows that the other one knows. The first one knows, the second knows. And there's an infinite number of implicit layers. But we don't actually have to think them all through. We just get it in one fell swoop.
