Getting started with Wolfram Physics Project  Stephen Wolfram and Lex Fridman  Summary and Q&A
TL;DR
The Wolfram Physics Project simplifies complex physics concepts, such as space, time, and gravity, using hypergraphs and computational models.
Questions & Answers
Q: How can beginners learn more about the Wolfram Physics Project?
Beginners can start with reading the project's announcement blog post, which explains the hypergraph and basic rules. Further exploration can be done by studying computational models and experimenting with simulations.
Q: What physics knowledge is necessary to understand the beauty of this framework and contribute something novel?
To understand why the Wolfram Physics Project works and its connection to general relativity, a fair amount of physics knowledge is required. However, the pure mathematical framework is accessible to those with computational understanding. Contributing novel ideas depends on experimentation, interpretation, and judgment, which doesn't require extensive physics expertise.
Q: How can computer science individuals contribute to the Wolfram Physics Project?
Computer science individuals can contribute by studying the computational universe and experimenting with programs. The accessible nature of the project allows for experimentation and discovery, even without deep technical knowledge. Tools and code are readily available on the project's website.
Q: Are there still unexplored mathematical aspects in the Wolfram Physics Project?
Yes, there are still many unexplored mathematical aspects, especially in the physics side. However, the project is in the harvesting mode, where it aims to understand the effects in quantum mechanics and general relativity that have already been discovered.
Summary & Key Takeaways

The Wolfram Physics Project explains the basics of physics, including space represented as a hypergraph, transformation of space as time, and the structure of space as gravity.

Special relativity is more elaborate to explain than general relativity, which is easier to understand.

Understanding the doubleslit experiment helps in grasping the concept of branchial space and spacefilling curves, although the complete explanation involves advanced mathematical concepts.