from [livejournal.com profile] offensive_mango

Aug. 18th, 2005 02:42 pm
[personal profile] cosmolinguist
1. Can quantum probability waves "uncollapse", whatever that might mean?

2. Can you observe a particular probability wave as not having collapsed?

3. Can a wave collapse a bit (say you know some particle is within such-and-such cubic centimetre), and later collapse even more (say to within such-and-such cubic millimetre)?

PASS IT ON!

(no subject)

Date: 2005-08-18 01:47 pm (UTC)
From: [identity profile] offensive-mango.livejournal.com
OMG, it's so rad.

I got it from [livejournal.com profile] muffledsqueak, you know.

(no subject)

Date: 2005-08-18 02:18 pm (UTC)
From: [identity profile] paninogirl.livejournal.com
Is there some inside joke I'm missing? I don't get it...

(no subject)

Date: 2005-08-18 05:18 pm (UTC)
From: [identity profile] ivana-duboise.livejournal.com
Mint cream Oreos™

The Hub Coffee House Cafe

The Shins - Girl Inform Me
The Killers - Mr. Brightside
Le Tigre - Deceptacon
The 5, 6, 7, 8's - Woo Hoo
Dutch Dub - Dare To Dream
Pizzicato Five - Baby Love Child
The Faint - Worked Up So Sexual

(no subject)

Date: 2005-08-18 05:28 pm (UTC)
From: [identity profile] ivana-duboise.livejournal.com
Woo Hoo was also in Kill Bill Vol. 1. It's currently set as my ringtone. Deceptacon had probably been on my phone for three days; it was definately time to change it.

(no subject)

Date: 2005-08-19 01:42 pm (UTC)
From: [identity profile] ivana-duboise.livejournal.com
What is your address … would ya?

(no subject)

Date: 2005-08-18 07:01 pm (UTC)
From: [identity profile] hexar-le-saipe.livejournal.com
1. Can quantum probability waves "uncollapse", whatever that might mean?

No. Once the probability wave has collapsed, the end result is known and cannot subsequently be changed to a different outcome.

2. Can you observe a particular probability wave as not having collapsed?

If I understand what you mean by the question, no. Once observed (i.e. you peeked and found out the state of the wave) the end result is known.

3. Can a wave collapse a bit (say you know some particle is within such-and-such cubic centimetre), and later collapse even more (say to within such-and-such cubic millimetre)?

No. Once the first collapse has taken place, the final result for that probability wave is known. Any movement after that creates a new probability wave, seperate and independent from the original wave.

(If you haven't read it, I highly recommend The Dancing Wu Li Masters (http://en.wikipedia.org/wiki/The_Dancing_Wu_Li_Masters) which we found on the cutout rack at our local mall bookseller less than a month ago. It's a bit out of date with regard to string theory, but it gives a fascinating overview of pre-string quantum physics as it compares to eastern mystical systems.

(no subject)

Date: 2005-08-18 07:34 pm (UTC)
From: [identity profile] hexar-le-saipe.livejournal.com
And #2 sounds like what happens when Andrew says "I'm going to go see if seventeeen million billion trillion quid has been left in our letterbox" and I say "Hm, not very likely, is it?" and then he yells, "Sure, now it's not, because you had to go and say that and collapse the waveform!" Thus I doom him to poverty, several times a week.

And for the same reason, anytime I happen to be in the mood to waste a few drachma on lottery tickets (yes, I know it's a tax on people who are bad at math, it's also money that I would otherwise be spending on something stupid and worthless) I put off checking the numbers as long as possible... as long as I haven't actually looked at the results, there is still a chance that I have a winning ticket!

As for #1, I don't suppose it counts (or matters) that, if I'm getting this right, as soon as you have made the observation about the particle, it goes back to having only a certain probability of being here or going this fast. That's just the new-wave-set-up-again thing like #3, isn't it?

Exactly.

I had been hearing good things about The Dancing Wu Li Masters for a while... I certainly never would have looked into it based on the title. Since it ended up being about $5.00 (I think) for the hardback, I figured I'd take a chance on it. It does a fairly good (IMO) job of summarizing post-Newtonian physics. I also like that every chapter in the book is chapter 1.
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