The Mathematical Accident That Changes Everything
Theories of Everything with Curt Jaimungal
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In this chapter, the speaker shares their appreciation for a recent discussion and encourages listeners to engage via their Substack for exclusive content. They also highlight a partnership with The Economist, inviting listeners to enjoy a subscription discount.
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Harvard physicist Jacob Barandes returns with a groundbreaking insight that could reshape quantum theory. By questioning a single hidden assumption, Jacob bridges the gap between classical probability and quantum mechanics. This ‘mathematical accident’ challenges the foundations of Bell’s Theorem, dissolves the measurement problem, and opens a path to a realist interpretation of quantum physics. This episode is a rigorous journey through stochastic processes, non-locality, and the future of theoretical physics.
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Timestamps:
00:00 Introduction01:02 Non-locality & Local Realism13:58 Quantum Theory20:45 Copenhagen Interpretation28:11 Many Worlds Interpretation34:54 Creating Indivisible Stochastic Process50:59 Indivisible Stochastic Process
1:01:46 Teaching Black Holes to Graduate Students
1:04:59 Coordinate Systems in Space-Time
1:06:58 Teaching Black Hole Coordinates
1:10:11 Insights from Nima
1:13:41 Nima's Course on Quantum Mechanics
1:16:22 Quantum Foundations and Cosmology
1:18:48 Transitioning to Quantum Gravity
1:23:10 Philosophy's Role in Physics
1:26:10 Leaving String Theory
1:33:39 Interpretations of Quantum Mechanics
1:37:02 Challenges of String Theory
1:42:49 Quantum Field Theory Insights
1:50:30 Foundations of Quantum Field Theory
1:53:47 Particle Existence Between Measurements
1:59:44 Speculations on Quantum Gravity
2:01:41 Legacy and Contributions
Links Mentioned:
• Press release of the 2022 Nobel Prize in Physics: https://www.nobelprize.org/uploads/2022/10/press-physicsprize2022-2.pdf
• Eddy Chen & Barry Loewer on TOE: https://youtu.be/xZnafO__IZ0
• Jacob Barandes on TOE (part 1): https://youtu.be/7oWip00iXbo
• Tim Maudlin on TOE: https://youtu.be/fU1bs5o3nss
• What Is Real? (book): https://www.amazon.com/What-Real-Unfinished-Meaning-Quantum/dp/0465096050
• David Wallace on TOE: https://youtu.be/4MjNuJK5RzM
• The Copenhagen Interpretation: https://plato.stanford.edu/entries/qm-copenhagen/
• Bohmian Mechanics: https://plato.stanford.edu/entries/qm-bohm/
• Everettian Quantum Mechanics: https://plato.stanford.edu/entries/qm-everett/
• Jacob Barandes on TOE (part 2): https://youtu.be/YaS1usLeXQM
• Jacob Barandes on TOE (part 3): https://youtu.be/wrUvtqr4wOs
• The sky is blue (paper): https://arxiv.org/pdf/2205.00568
• The Emergent Universe (book): https://www.amazon.com/Emergent-Multiverse-Quantum-according-Interpretation/dp/0198707541
• Complex Coordinates and Quantum Mechanics (paper): https://journals.aps.org/rmp/abstract/10.1103/RevModPhys.38.36
• Kurt Vonnegut’s lecture: https://youtu.be/4_RUgnC1lm8
• Max Born’s memoir: https://archive.org/details/myliferecollecti0000born/page/n5/mode/2up
• Hugh Everett’s unpublished dissertation: https://ia801909.us.archive.org/20/items/TheTheoryOfTheUniversalWaveFunction/The%20Theory%20of%20the%20Universal%20Wave%20Function.pdf
• La nouvelle cuisine (paper): https://www.cambridge.org/core/books/abs/speakable-and-unspeakable-in-quantum-mechanics/la-nouvelle-cuisine/6FFC85D84585D9C41AA4A1185BF5290E
***For full resources please visit https://curtjaimungal.org
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