Guide:
- 0:00 Intro
- 1:08 Chapter 1: The limits of theoretical physics
- 5:50 Chapter 2: A computational understanding of the world
- 12:03 Rule 30: a simple program that outputs pure randomness
- 15:48 Evolution and machine learning are the same trick
- 18:19 What computational irreducibility means for science
- 25:00 Chapter 3: A new kind of theory of everything
- 31:36 The ruliad: every possible computation, in one object
- 35:03 The second law, explained by the limits of our minds
- 38:38 Why the universe exists isn't the real question — why we do is
- 42:53 Chapter 4: If the universe is a program, what is the meaning of life?
- 44:59 Free will as a side effect of computational irreducibility
- 48:06 AI as a civilization we're learning to coexist with
6 comments:
video is better than text?
The 1st video is Chapter 3 of the 2nd video. I prefer the last video... ;)
try 99967 %^)
heh
it gone through
5 digit primes?
No... World Cup 2026: Bronze Final
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stephen wolfram 99967
When entering "99967" into a computational environment like Wolfram|Alpha or using the Wolfram Language, the system processes it based on its mathematical properties:
Wikipedia
+1
Mathematical Properties of 99967
Classification: Composite number (not a prime number).
Prime Factorization: 7 × 14281
Divisors: 1, 7, 14281, 99967
Binary Representation: 11000011001111111
Exploring Cellular Automata Rules
If you are looking at this number through the lens of Stephen Wolfram's research in A New Kind of Science (such as 1D or 2D cellular automata rules):
YouTube
·Closer To Truth
+1
Rule 99967: In a standard elementary (nearest-neighbor, 2-color) cellular automaton, rules only go up to Rule 255.
Higher Range Rules: A number as large as 99967 typically corresponds to a rule space with more states or a larger neighborhood (such as totalistic cellular automata or 2D Turing machines) studied extensively in the Wolfram Physics Project
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