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

The Illusion of Self


3m read
·Nov 4, 2024

Processing might take a few minutes. Refresh later.

Recently, I was scrolling through old pictures, and I found the picture from when I was a little kid. I took the picture and held it up to my face in front of a mirror, and I realized, wow, I look nothing like that kid in the picture. We don't have the same physical properties; our thoughts, ideas, and beliefs are different, and we certainly don't have the same memories.

But still, I know it's me. My brain sees the picture and creates a storyline that I was there, I am here, and I'll be somewhere else in the future, looking back, doing the same exact thing. This is the idea of self—the idea that there's something deep within us that remains fundamentally the same, even when everything else changes.

It's the idea that we can grow bigger, create new memories, lose old memories, change our thoughts and beliefs, but deep down, there's still something that remains fundamentally unchanged. The idea of self is one that has baffled pretty much everyone—scientists and philosophers alike—for centuries. Because, as easy as it is to describe, understanding why or how it works sits on the opposite end of the spectrum.

As humans, we experience a lot of different senses. We feel things, we see things, and we hear things. We have thoughts, we have feelings, and we have the ability to learn new things. But all of these things are separate experiences. So, at what point do all of these sentient properties become you?

As I continued scrolling through the photos, I came across pictures from elementary, middle school, high school, and everything after. All these photos looked completely different. When I think back to those times and the decisions I made, I would never make most of them right now. Yet, without a shadow of a doubt, my brain convinces me that I am still me.

The words "I" and "me" are more than just pronouns. They are the two ways we describe self. When we say "I," we talk about a being who is consciously aware of the present moment. So, I am reading this line on a script right now. On the other hand, when we describe self using the word "me," we're usually referring to a personal identity—who we think we are.

"Me" usually reflects who we are through the lenses of our past, present, and plans for the future. But we color our memories based on what we need to be in the present, and our plans for the future are always changing. How can there be a consistent being if everything that forms it changes?

We like to think of memories as simply playing back a video in our head of what happened in the past, but that's not what memories are. Memories are our brain's reconstruction of past experiences. We create these memories to fit the present narrative based on what we know now—how we describe "me" now—as well as our present needs and goals.

So, if you now think of yourself as a kind person, you're more likely to remember all the times you've been kind to people rather than the times you've been unkind. We form narratives about ourselves around how we want to be seen by others. We convince ourselves that we'll act and behave a certain way to fit that narrative, even when we're often mistaken.

If this is true and we can't trust our memories to give an accurate description of who we were in the past, then how can we have a self that exists through time? Aren't we just creating new selves every time this narrative completely changes? Think about it. It's not that the narrative continues down a different path; it changes completely such that what was no longer is.

And if what was can no longer be, then we cannot say that there is a self that persists through time. Rather, the idea of self is one that is constantly recreated by our brains when the need arises. This is what we refer to as the illusion of self. Contrary to what you might be thinking, this does not mean that we don't have a self. It simply means that it does not exist the way we think it does.

Our bodies are made up of a bundle of perceptions, sensations, and thoughts. Our brains try to make sense of the randomized nature of our being by creating a linear storyline: you were there, now you're here. It is this storyline of sorts that we describe as self. It's just the brain's way of...

More Articles

View All
Brave New Words - Ethan Mollick & Sal Khan
Hi everyone, it’s here from Khan Academy, and as some of you all know, I have released my second book, “Brave New Words,” about the future of AI in education and work. It’s available wherever you might buy your books. But as part of the research for that …
Bruce Helander Interviews Kevin O'Leary, Photographer and Shark Tank Investor
But we’re standing on one of the most famous streets in America: Worth Avenue, which needs no address. On Worth Avenue, you find some of the most exclusive shops and, in this case, art galleries in America. We’re standing outside of our catcher gallery, o…
Dividing whole numbers by decimals examples
Let’s say we want to figure out what eight divided by four tenths is. Pause this video and try to figure it out on your own before we do it together. All right, now one way to approach this is to think about everything in terms of tenths. And why tenths,…
Worked example: separable differential equation (with taking exp of both sides) | Khan Academy
What we’re going to do in this video is see if we can solve the differential equation: the derivative of y with respect to x is equal to x times y. Pause this video and see if you can find a general solution here. So, the first thing that my brain likes …
Mario's SECRET BALLS ??!! Mind Blow 4
Oh awesome, a brand new game from Sega to compete with the Nintendo Wii. Oh no! Hey Soldier, what are you doing there in the woods playing Sega? Ah, it’s a pretty big tractor. Oh, what’s this guy doing? I bet he’s going to steal it. I bet he’s going to d…
Estimating 2 digit multiplication example
So we are asked, “?” is roughly equal to this squiggly equal sign right over here. This means roughly equal to, so not exactly equal to 44 times 78. So one way to think about it is 44 times 78 is roughly equal to what? So they’re really asking us to esti…