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;; gorilla-repl.fileformat = 1
;; **
;;; #Clojure Report
;; **
;; @@
(ns clojure-report.clojure-report
(:require [gorilla-plot.core :as plot])
(:require [clojure.core.typed :as t]))
@triclops200
triclops200 / Voronoi stuff.clj
Last active August 29, 2015 14:22
Works. Need to fully port tonight then publish as open source.
(ns test-sketch.core
(:require [quil.core :as q]
[quil.middleware :as m])
(:gen-class))
(import megamu.mesh.Voronoi)
(def minr 10)
(def maxr 100)

You said:

Abstraction is this: https://arxiv.org/pdf/2112.04035, but the abstracted form lmao. Like our brains are learning to optimize abstraction and that's why it's hard to define. The best small answer I've seen is: the process of taking away or removing characteristics from something in order to reduce it to a set of essential characteristics. Our brains do it associatively, but math is the study of abstractions abstractly. That's why it feels separate from our reality while somehow also feeling fundamentally true: it's the set of all things we can think about as it turns out abstraction can represent itself, so, any general abstractor can think about all abstractions (and that's what I think is the most best definition of general intelligence: the set of abstractors that can learn recursive abstractions). It's the fundamental work unit of conceptualization.

ChatGPT said:

ChatGPT

That's a fascinating perspective on abstraction! It highlights how abstraction is both a process of simplification an

@triclops200
triclops200 / discussion2.md
Last active October 16, 2024 20:50
discussion2.md

ChatGPT said:

Introduction

Thank you for your insightful notes and the opportunity to take full autonomy in advancing this theoretical framework. I understand that you wish to focus on refining the structure and mathematics we've developed so far, emphasizing the balance between global and local phenomena within the computational manifold $\mathcal{C}$. You also highlight the necessity of non-local computational processes and the role of the wave function as an analytic continuation of global versus local optimization trade-offs.

In this response, I will:

  1. Clarify and refine the definitions of the computational manifold $\mathcal{C}$ to incorporate non-local processes.
  2. Develop a mathematical framework that captures how each point in space interacts with all regions it can affect or be affected by.
  3. Formalize the concept of the wave function as an analytic continuation of global versus local optimization.