Gerard 't Hooft video lecture-Perimeter

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SUMMARY

Gerard 't Hooft delivered a lecture titled "Black Holes and the Foundations of Quantum Mechanics" on May 7, 2008, at the Spinoza Institute for Theoretical Physics. The lecture emphasizes the necessity of completeness in Quantum Mechanics, highlighting the significance of understanding all physically allowed states, including microscopic black holes as solutions to Einstein's equations. Notably, slide 203 addresses a 3x3 circulant permutation and the diagonalizing Fourier transform, linking it to Brannen's mass matrices. The discussion also invites attendees to share their experiences and insights from the lecture.

PREREQUISITES
  • Understanding of Quantum Mechanics principles
  • Familiarity with Einstein's equations in General Relativity
  • Knowledge of black hole physics
  • Basic concepts of Fourier transforms and circulant matrices
NEXT STEPS
  • Research the implications of completeness in Quantum Mechanics
  • Explore the relationship between black holes and superstring theories
  • Study the properties and applications of circulant matrices
  • Learn about Brannen's mass matrices and their significance in theoretical physics
USEFUL FOR

The discussion is beneficial for theoretical physicists, quantum mechanics researchers, and students interested in the intersection of black hole physics and quantum theory.

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Gerard 't Hooft video lecture--Perimeter

http://pirsa.org/08040000/

online video of lecture 't Hooft gave on 7 May, 2008Black Holes and the Foundations of Quantum Mechanics
Gerard 't Hooft - Spinoza Institute for Theoretical Physics
"The theory of Quantum Mechanics requires 'completeness', that is, we need to know the complete set of physically allowed states before we can reliably compute quantum mechanical amplitudes. Among these possible states are microscopic black holes, since they are valid solutions to Einstein's equations for the gravitational force. However, a quantum description of black holes requires a drastic revision of our notions of space and time, in particular if we were to accept the interpretation of their microstates as given by superstring theories..."
 
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I haven't been able to download the video yet, but the slides look very interesting. I note that on slide 203 he discusses a 3x3 circulant permutation and the diagonalising Fourier transform, which is also associated to Brannen's mass matrices.
 
Did anyone, from here, attend? Comments?
Better still ... did anyone go for a beer and have an informal discussion?
jal
 

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