quantum mechanics and curvature of space-time
From: alistair (alistair_at_goforit64.fsnet.co.uk)
Date: 09/27/04
- Next message: Esa A E Peuha: "Re: Quantum Computer Algorithms"
- Previous message: Igor Khavkine: "Re: Where did the main (anti)commutation relation go?"
- Next in thread: Igor Khavkine: "Re: quantum mechanics and curvature of space-time"
- Reply: Igor Khavkine: "Re: quantum mechanics and curvature of space-time"
- Reply: Arnold Neumaier: "Re: quantum mechanics and curvature of space-time"
- Reply: Ken S. Tucker: "Re: quantum mechanics and curvature of space-time"
- Messages sorted by: [ date ] [ thread ]
Date: Mon, 27 Sep 2004 08:31:58 +0000 (UTC)
The amplitude of a wavefunction squared is proportional to the
probability of finding a particle at a position in space.
This squaring of the amplitude is often compared to the intensity
(energy density) of an electromagnetic wave.
The stress energy momentum tensor of general relativity contains
the term Too - the energy density.Can Too be related to the
square of the amplitude of the quantum mechanical wavefunction?
Is Too (and therefore the curvature of spacetime due to energy
density) proportional to the probability of finding a particle at a
position in space?
- Next message: Esa A E Peuha: "Re: Quantum Computer Algorithms"
- Previous message: Igor Khavkine: "Re: Where did the main (anti)commutation relation go?"
- Next in thread: Igor Khavkine: "Re: quantum mechanics and curvature of space-time"
- Reply: Igor Khavkine: "Re: quantum mechanics and curvature of space-time"
- Reply: Arnold Neumaier: "Re: quantum mechanics and curvature of space-time"
- Reply: Ken S. Tucker: "Re: quantum mechanics and curvature of space-time"
- Messages sorted by: [ date ] [ thread ]
Relevant Pages
|
|
