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

Memories Make Us Who We Are | Breakthrough


less than 1m read
·Nov 11, 2024

Steve believes our identities are built on memory.

[Music]

When you think about memory, it is the thing that threads and unifies our overall sense of being. So, without it, we become stuck in time, right? And we lose our [Music] identity. But how reliable is memory? Even in a well-functioning brain, we used to think that memories were really stable, that you form one memory and it's not ever changing. It's just stabilized in your brain, and that memory lasts forever.

So, now we know that for all intents and purposes, when you recall a memory, you're constantly updating it with new [Music] information. Every time you revisit a memory, it becomes vulnerable; it can be changed. Say, for instance, two people on a date end up at a bar. Things go well; later, the woman recalls the scene, but each time she remembers it, small details may change over time. The details add [Music] up, and the same thing is happening to her date.

Each time he revisits the memory, it subtly [Music] alters until eventually, he and she have very different memories of what the bar looked like that night, how they were dressed, or even how they behaved. The changes in memory can be especially dramatic if one person's feelings about the other have changed. A good memory can turn bad.

More Articles

View All
Differentiability at a point: algebraic (function is differentiable) | AP Calculus AB | Khan Academy
Is the function given below continuous differentiable at x = 3? And they’ve defined it piecewise, and we have some choices: continuous, not differentiable, differentiable, not continuous, both continuous and differentiable, neither continuous nor differen…
Protecting Ancient Artifacts | Explorer
Nadia’s help, the museum agreed to let me inspect the seized antiquities. “Where are you keeping the antiquities?” I asked. “Down here,” was the response from a curator of the museum. This kind of “jewy” Ramon punk guy looked a bit out of place, but th…
Product rule example
So let’s see if we can find the derivative with respect to ( x ) of ( F = e^x \cdot \cos(x) ). And like always, pause this video and give it a go on your own before we work through it. So when you look at this, you might say, “Well, I know how to find th…
Ray Dalio Explains How the U.S. Economic Crisis is Unfolding.
So in either case, we’re going to have a debt problem, and the question is how quickly does it evolve. Uh, in the way that I described, world-famous investor Ray Dalio has been back in the news lately discussing his thoughts on the monster US debt proble…
Proving the SAS triangle congruence criterion using transformations | Geometry | Khan Academy
What we’re going to do in this video is see that if we have two different triangles and we have two sets of corresponding sides that have the same length. For example, this blue side has the same length as this blue side here, and this orange side has the…
Chinese Imperial Dynasties | World History | Khan Academy
In other videos, we talk about some of the truly ancient Chinese dynasties: the Shang Dynasty, the Joe Dynasty. As we get to the end of the Joe Dynasty, China falls into chaos in the Warring States period, which is a really tough time for China. But the s…