Chapter
The relationship between human consciousness and quantum mechanics
56:56 - 1:04:54 (07:57)
Theoretical physicist, Sean Carroll, discusses the connection between human consciousness and the universe, including his theory on how human consciousness relates to observations in the universe, and the question of determining whether a quantum computer is real or a simulation.
Clips
This podcast discusses the bizarre idea of how the thread of human consciousness relates to what we observe in the universe to understand quantum mechanics, the mathematical structure of which is separate from our experience, and whether we can figure out the universe, without pockets of reducibility.
56:56 - 1:01:50 (04:54)
Summary
This podcast discusses the bizarre idea of how the thread of human consciousness relates to what we observe in the universe to understand quantum mechanics, the mathematical structure of which is separate from our experience, and whether we can figure out the universe, without pockets of reducibility.
ChapterThe relationship between human consciousness and quantum mechanics
Episode#89 – Stephen Wolfram: Cellular Automata, Computation, and Physics
PodcastLex Fridman Podcast
The podcast explores the question of what is the most structural structure imaginable, and the answer might lie in hypergraphs.
1:01:51 - 1:03:07 (01:16)
Summary
The podcast explores the question of what is the most structural structure imaginable, and the answer might lie in hypergraphs. The guest speaker shares their new idea, where everything that is imagined as a plausible structure is equivalent to hypergraphs.
ChapterThe relationship between human consciousness and quantum mechanics
Episode#89 – Stephen Wolfram: Cellular Automata, Computation, and Physics
PodcastLex Fridman Podcast
The basic structure of a graph in computer science is a collection of tuples or pairs of numbers.
1:03:08 - 1:04:54 (01:46)
Summary
The basic structure of a graph in computer science is a collection of tuples or pairs of numbers. These tuples indicate the nodes and edges of the graph and can be used to represent relationships between them.