Jonathan Oppenheim: Why Gravity Might Not Be Quantum After All
Theories of Everything with Curt Jaimungal
Curt Jaimungal
4.6 • 606 Ratings
🗓️ 10 September 2024
⏱️ 67 minutes
🧾️ Download transcript
Summary
Transcript
Click on a timestamp to play from that location
| 0:00.0 | I think it's reasonable to question whether we should be quantizing space time, like we've quantized all the gauge theories. |
| 0:06.8 | If it was classical, then it has a number of intriguing features like the measurement postulate is not needed. |
| 0:13.1 | It may help explain dark matter and dark energy. |
| 0:18.5 | Some ideas are so radical, they border on heresy. |
| 0:24.0 | Professor Jonathan Oppenheim, a distinguished theoretical physicist at University |
| 0:28.6 | College London, has proposed a theory that may just fit that bill. |
| 0:33.2 | His provocative framework suggests that gravity itself can remain classical in a quantum universe, |
| 0:40.1 | an idea that's riling up colleagues and undoing decades of theoretical physics gospel, |
| 0:46.3 | which asserts that gravity must be quantized. |
| 0:49.4 | Oppenheim directly refutes Feynman's arguments about the double-slid experiment |
| 0:53.4 | while showing how this |
| 0:54.9 | controversial approach could solve long-standing mysteries, not only with gravity, but also with the |
| 1:00.5 | measurement problem and the nature of dark energy and dark matter. |
| 1:09.0 | Okay, Professor, welcome. Take it away. |
| 1:12.0 | Great. So I'm going to be talking about the attempt to reconcile quantum mechanics and gravity or space time. |
| 1:21.9 | And this is joint work with a number of my students and Isaac Leighton, Muhammad Sajid, Barbara Soda, Andrea Rousseau, |
| 1:30.0 | Zach Wetter Davies, Andrew Guttka, etc. So it's joined project. We can start by asking just a more |
| 1:36.4 | simpler fundamental question, which is we have these two frameworks in physics. One is quantum |
| 1:41.8 | mechanics and the other one is classical mechanics. And we can just ask the question, are these two frameworks compatible? Can we combine them in a consistent mathematical way? |
| 1:51.0 | So quantum mechanics, we're used to the Heisenberg equation. We have a density matrix sigma, and it evolves as the commutator with the Hamiltonian. |
| 2:03.3 | And classical mechanics has a very similar form if we think of a probability |
| 2:06.8 | distribution row. |
... |
Please login to see the full transcript.
Disclaimer: The podcast and artwork embedded on this page are from Curt Jaimungal, and are the property of its owner and not affiliated with or endorsed by Tapesearch.
Generated transcripts are the property of Curt Jaimungal and are distributed freely under the Fair Use doctrine. Transcripts generated by Tapesearch are not guaranteed to be accurate.
Copyright © Tapesearch 2026.

