Jacob Barandes: There Is No Quantum Multiverse (Here's the Proof)
Theories of Everything with Curt Jaimungal
Curt Jaimungal
4.6 • 606 Ratings
🗓️ 18 February 2025
⏱️ 169 minutes
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| 0:00.0 | We don't have a single interpretation of quantum mechanics. It doesn't have serious problems. |
| 0:06.1 | I traveled to the oldest laboratory in the United States to meet with theoretical physicist Jacob |
| 0:11.2 | Barnes at Harvard. He's the co-director of the Graduate Studies Department there. We delved into |
| 0:16.1 | the technical depths of his innovative reformulation of quantum theory based on more fundamental |
| 0:20.3 | mechanisms called indivisible stochastic processes. My name is Kurt Jaimungle and this was depths of his innovative reformulation of quantum theory based on more fundamental mechanisms |
| 0:20.9 | called indivisible stochastic processes. My name is Kurtzai Mungle, and this was part of my |
| 0:25.5 | three-day tour at Harvard Tufts and MIT, where I recorded five podcasts. One of them you're |
| 0:30.6 | seeing now with Jacob Arndes. It was actually over seven hours long, so we're splitting it |
| 0:35.0 | into two parts, and this is part two. Part one is also |
| 0:37.9 | linked in the description. The others are with Mike 11, Anna Chowneka, Manolis Kellis, and |
| 0:43.3 | William Hahn. Subscribe to get notified. In this episode, we talk about what are the misconceptions |
| 0:48.3 | of the wave particle duality and entanglement? Is gravity indeed quantum? What about non-locality and Bell's theorem? And what exactly |
| 0:56.1 | are indivisible stochastic processes? Kurt, it's good to see you again. Good to see. It's been so long. |
| 1:03.9 | Wave particle duality. What is that? All right. So, when Schrodinger introduced the idea of his wave function in that paper in early |
| 1:14.3 | 1926, building out of Hamlet Jacobi theory, his undulatory theory of mechanics, this wave |
| 1:19.4 | function that lived in high dimensional configuration space, he had provided a new methodology, |
| 1:26.4 | a technique for computing things in quantum mechanics. |
| 1:28.3 | He used the wave functions an indirect way to calculate energy levels. What are the energy levels of atoms, which then corresponded to the frequencies of radiation that came out of atoms? |
| 1:40.3 | Einstein had a lot of problems with this. So did Heisenberg. One of the few things that Einstein and |
| 1:46.3 | Heisenberg agreed on was they didn't really like Schrodinger's wave mechanics, metaphysically speaking. |
| 1:52.7 | Einstein, I think, said that physics had been fully Schrodingerized at this point. And part of the |
| 2:00.4 | reason that Einstein in particular was concerned was because Schrodinger |
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