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- From: matt@physics.berkeley.edu (Matt Austern)
- Newsgroups: sci.physics
- Subject: Re: NEWS: Galileo Cleared of Heresy Charges by Vatican
- Date: 8 Nov 92 11:11:38
- Organization: Lawrence Berkeley Laboratory (Theoretical Physics Group)
- Lines: 33
- Message-ID: <MATT.92Nov8111138@physics.berkeley.edu>
- References: <1992Nov6.184051.24589@murdoch.acc.Virginia.EDU> <1dg12pINNi8d@gap.caltech.edu>
- <1992Nov7.163126.20553@murdoch.acc.Virginia.EDU>
- <1dhvm2INN6e5@gap.caltech.edu>
- Reply-To: matt@physics.berkeley.edu
- NNTP-Posting-Host: physics.berkeley.edu
- In-reply-to: brahm@cco.caltech.edu's message of 8 Nov 1992 02:57:06 GMT
-
- In article <1dhvm2INN6e5@gap.caltech.edu> brahm@cco.caltech.edu (David E. Brahm) writes:
-
- > For the universe, one can consider a sum of "histories," which are 4D
- > manifolds with metrics (modulo diffeomorphisms). Hartle and Hawking
- > proposed very simple boundary conditions, restrictions on the histories
- > analogous to restricting the baseball to start at the pitcher and ending at
- > the catcher: "This class consisted of curved spaces, without singularities,
- > and which were of finite size, but which did not have boundaries or edges."
- > This is called the "No Boundary" proposal.
- >
- > Once again, the sum over all histories is dominated by a small subset, and
- > the task of quantum cosmology is to show that this dominant path is in fact
- > the 4D macroscopic universe we call home.
-
- Um, not to get offensive about this, but...
-
- Even ordinary path integrals make me a bit nervous sometimes; I
- occasionally have trouble keeping myself under control so that I don't
- jump up, screaming "What's the measure?" I can usually manage to do
- this by telling myself comforting lies about how the path integral is
- really the limit of a well-defined integral on a lattice as the
- lattice spacing is taken to zero, and by ignoring the fact that the
- measure diverges in this limit.
-
- I have even more trouble, though, when people talk about doing path
- integrals in quantum cosmology. It doesn't seem at all clear to me
- that there is any sensible measure for an integral over the space of
- all possible four-dimensional manifolds.
- --
- Matthew Austern Just keep yelling until you attract a
- (510) 644-2618 crowd, then a constituency, a movement, a
- austern@lbl.bitnet faction, an army! If you don't have any
- matt@physics.berkeley.edu solutions, become a part of the problem!
-