What kills me is that I understood what Rigged Hilbert Space with Chinese Remainder Theorem for the Ideal Ring means 7 years ago in 2013. I’ll get it back again though.

What kills me is that I understood what Rigged Hilbert Space with Chinese Remainder Theorem for the Ideal Ring means 7 years ago in 2013.

I’ll get it back again though.

Well, I consider the brain as extended to paper, google, other people’s thinking processes etc. Part of a community as it were.

Will a couple of neurons knit together in an individual brain? Probably but I think it works just as well if it’s happening in a computer that we made or on a diagram on a piece of paper somewhere.

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Indeed. It’s musical motifs, echos into the future where the act of recall is actually the act of recreation. Not stepping in the same river twice sort of thing.

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I don’t think any of it is lost though. Ingredients to a cake don’t get lost but they bake together into who you are presently.

SO those insights are a part of you, even if finding where the eggs went in the baked cake is difficult.

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Like for me in this case, it’s not that I don’t understand it: I know they’re connected. It’s “baked into me”.
 
But explaining it is something I can’t yet do, which is why I need to find the words, which is I think what I mean by “understanding the concept”. In my mind I get visuals showing how they tie together.
 
Ultimately, I think it probably speaks to the necessary arbitrariness of subjectively, that continuous is a smearing of distinct parts which aren’t distinct but connected just not always in a nice, neat continuous function way but more akin to why clock math (chinese remainder theorem) works so well in creating a pseudo-uniqueness in encryption. Substitute various algorithms (which follow patterns that are not always discernable once the code is compiled), for basic mod math and it’ll work. I think it’s how we do it, really.
 
How to describe, “We’re all unique while also being all the same”.
 
So, yeah, I gotta work on it better than this description.
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