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The Tome is ''[[The Road to Reality]]'' by [[Sir Roger Penrose]], which contains a comprehensive account of the physical universe, as it was understood around 2007, in 34 chapters spread over 1000 pages with diagrams and equations. For the information contained in the [[Graph, Wall, Tome#Graph|Graph]] and the [[Graph, Wall, Tome#Wall|Wall]], this book provides intuition. | The Tome is ''[[The Road to Reality]]'' by [[Sir Roger Penrose]], which contains a comprehensive account of the physical universe, as it was understood around 2007, in 34 chapters spread over 1000 pages with diagrams and equations. For the information contained in the [[Graph, Wall, Tome#Graph|Graph]] and the [[Graph, Wall, Tome#Wall|Wall]], this book provides intuition and the beginnings of understanding. | ||
* [https://www.amazon.com/Road-Reality-Complete-Guide-Universe/dp/0679776311 Road to Reality by Roger Penrose on Amazon] | * [https://www.amazon.com/Road-Reality-Complete-Guide-Universe/dp/0679776311 Road to Reality by Roger Penrose on Amazon] | ||
* Purchase the book somehow, then get the [https://www.academia.edu/351112/The_Road_to_Reality_Sir_Roger_Penrose PDF here] | * Purchase the book somehow, then get the [https://www.academia.edu/351112/The_Road_to_Reality_Sir_Roger_Penrose PDF here] | ||
The community is reading through the tome and gathering resources on the wiki. | |||
* [https://discord.gg/3xgrNwJ The Portal Book Club] - We have a weekly group that meets to talk about this book. Come join us in Discord! | * [https://discord.gg/3xgrNwJ The Portal Book Club] - We have a weekly group that meets to talk about this book. Come join us in Discord! | ||
* Study notes for the Tome can be found [[The_Road_to_Reality_Study_Notes|here]]. | |||
Study notes for the Tome can be found [[The_Road_to_Reality_Study_Notes|here]]. | * Reference material by chapter can be found [[The Road to Reality|here]]. | ||
Reference material by chapter can be found [[The Road to Reality|here]]. | |||
== Core Sub-projects == | == Core Sub-projects == | ||
The essence of Graph, Wall, Tome is viewing each as part of a singular idea. | |||
* [[Decoding the Graph-Wall-Tome Connection]] - What are the common themes that appear in the Graph, the Wall, and the Tome? What do they hint at? | * [[Decoding the Graph-Wall-Tome Connection]] - What are the common themes that appear in the Graph, the Wall, and the Tome? What do they hint at? | ||
<div class="projects-container"> | <div class="projects-container"> |
Revision as of 19:13, 6 November 2020
Graph, Wall, Tome | |
Information | |
---|---|
Topic | Graph, Wall, Tome |
Leader | Aardvark (Aardvark#5610) Tim (TimFH#7940) |
Start Date | 27 January 2020 |
Placeholder | Placeholder |
Google Drive | Drive |
Master Planning | Doc |
Reference Material | Doc |
Links | |
Website | Homepage |
Discord | Invite |
All Projects |
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Prime Directive
A request:
Try to draw the lines through the three. View it as a unified idea:
The Paragraph gets edited,
The Wall gets defaced and graffitied,
The Sacred Tome gets rewritten.
But follow the skeins through each.
The Graph points to the Wall,
And the Wall to the Tome,
And the Tome leads to the Search.
Graph
The Graph is a paragraph from Edward Witten's paper Physics and Geometry, at the bottom of page 20. In language it concisely encodes the mathematical structure of reality:
If one wants to summarize our knowledge of physics in the briefest possible terms, there are three really fundamental observations:
(i) Spacetime is a pseudo-Riemannian manifold $$M$$, endowed with a metric tensor and governed by geometrical laws.
(ii) Over $$M$$ is a vector bundle $$X$$ with a non-abelian gauge group $$G$$.
(iii) Fermions are sections of $$(\hat{S}_{+} \otimes V_{R}) \oplus (\hat{S}_{-} \otimes V_{\tilde{R}})$$. $$R$$ and $$\tilde{R}$$ are not isomorphic; their failure to be isomorphic explains why the light fermions are light and presumably has its origins in representation difference $$\Delta$$ in some underlying theory.
All of this must be supplemented with the understanding that the geometrical laws obeyed by the metric tensor, the gauge fields, and the fermions are to be interpreted in quantum mechanical terms.
Wall
The following image is carved into a wall at Stony Brook University. It contains many equations and mathematical results that have contributed to the human understanding of reality.
Tome
The Road to Reality | |
Information | |
---|---|
Author | Sir Roger Penrose |
Language | English |
Genre | Physics |
Publisher | Vintage |
Publication Date | 9 January 2007 |
Pages | 1136 |
The Tome is The Road to Reality by Sir Roger Penrose, which contains a comprehensive account of the physical universe, as it was understood around 2007, in 34 chapters spread over 1000 pages with diagrams and equations. For the information contained in the Graph and the Wall, this book provides intuition and the beginnings of understanding.
- Road to Reality by Roger Penrose on Amazon
- Purchase the book somehow, then get the PDF here
The community is reading through the tome and gathering resources on the wiki.
- The Portal Book Club - We have a weekly group that meets to talk about this book. Come join us in Discord!
- Study notes for the Tome can be found here.
- Reference material by chapter can be found here.
Core Sub-projects
The essence of Graph, Wall, Tome is viewing each as part of a singular idea.
- Decoding the Graph-Wall-Tome Connection - What are the common themes that appear in the Graph, the Wall, and the Tome? What do they hint at?
Editing the Graph
Editing the Graph - The goal is to create an updated version of the Graph since there are several small aspects of it that can and should be improved.
Defacing the Wall
Defacing the Wall - Update and improve the wall so that it is conciliant with fundamental, theoretical physics.
Rewriting the Tome
Rewriting the Tome - For everything that is in the new Graph and Wall, write their elaboration and explanation.
Resources
Other Sub-projects
- Studying the Tome - The Tome can be intimidating. This problem can be solved 1.) by creating resources that make it easier to digest its content and 2.) by going through the chapters together.
- Holonomy Project (Stalled) - The goal is to create visualizations for the effect known as "holonomy", whereby parallel transporting a vector around a loop in a curved space leads to the vector changing upon returning to the start of the loop. How the vector changes orientation/position in space is the holonomy of that loop in that space. This effect reveals deep information about the curvature of the space itself.
Archived Sub-projects
- Climbing the Cliff (Archived) - Create a learning guide through The Road to Reality.
- Deface the Wall (Completed) - Cam and boqu made a new wall that's interactive.
- Geometry Project (Archived) - The aim is to create and collect resources related to Frederic P. Schuller's lecture series titled "Lectures on Geometrical Anatomy of Theoretical Physics" that provides a great introduction to geometrical concepts that are essential for the Graph, Wall, Tome project.
- Interactive Wall (Completed) - Demp and boqu made a wall that you can pan and zoom and click on! It also pulls information from the wiki based on what is in view.
Reference
- Physics & Geometry by Ed Witten
- The Wall at the Simons Center for Geometry and Physics, Stony Brook University
- The Road to Reality by Sir Roger Penrose
Related Material
- Eric's tweets about the Graph
- Roger Penrose on The Portal Podcast
- Garrett Lisi on The Portal Podcast
- London Tsai on The Portal Podcast
- Geometric Unity First Presentation
- Eric on the Lex Fridman Podcast 134
- Eric on the Lex Fridman Podcast 88
- Eric on JRE 1453
- Eric on JRE 1320
- Eric on JRE 1203
- Theories of Everything on PBS Space Time
- Eric and Stephen Wolfram with Brian Keating on Into the Impossible
- Eric on Into the Impossible
Spinoff Project Ideas
- Organize expeditions - (guided or unguided) tours through the portal and into the wonderful world we call physics. Intellectual tourism.
- Create/assemble resources that allow uninitiated to quickly and easily get up to speed with state of the project.
- Create/assemble resources that provide analogies for more complex principles - to demonstrate a key feature of the principle.
- Create/assemble resources that provide a geometric intuition for the equations and principles of fundamental physics - Geometric interpretations are most amenable to being visually represented. An example, is shown here.
- Create Accelerators: 2 minute guides to fundamental principles.
- Create fully-fledged learning path like [1]
- The Physics Travel Guide - a didactic Wiki that explains math and physics concepts in three levels of difficulty.
- Awesome Math - a curated list of useful math resources.
- Publish discussions and comments on chapters of the Tome.
- Publish study guide for the Tome.
- Publish roadmaps for navigating through the Tome.
- Create dependency graphs for chapters of the Tome.