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Re: A question about mirrors



See below:


On Fri, 4 Aug 2000, Michael Edmiston wrote:
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Of course this all fails if we are communicating with an intelligent being
who somehow lives in a very different physical universe than we live in...
but that is not our assumption.

I am not sure how astronomy is different from beta decay in terms
of
defining handedness? In both cases we are agreeing on a
specific object,
and a specific vantage point.

OK. How do you do this in astronomy? You must first of all,
I think, communicate the idea "coordinate system" and then define
one. This will already invoke the idea of "handedness", won't it?
Next, let's recall that the notion connecting rotation
with a "pseudo-vector" is quite arbitrary - and probably unique
to us.

In the case of beta decay, the vantage point
is defined by the asymmetry in the angular distribution of the beta
emissions... then we can tie that orientation to the spin of the nucleus for
the handedness discussion. Likewise, spinning or revolving astronomical
objects have specific angular momentums. If that is true, then don't we
just have to agree upon a common vantage point from which both observers
view these?

Sorry, I don't see how "specific angular momentums" helps.

Also, since the "intelligent being" discussion is hypothetical,
it's not
clear to me how this discussion is taking place. If we are having the
discussion face to face, we can point to things.
I am adopting Morrison's point of view that we are
communicating by radio with a distant intelligence. The messages
are probably spaced a couple of hundred years apart (we should be
so lucky in our SETI search!).

If we are not face to
face, how far apart are we? Are we communicating by E&M waves? If so,
doesn't our path of communication define a "line," and whether I am
transmitting or he/she/it is transmitting define directions along that line?
And can't we reference viewpoints to that line? (Note: I put line in
quotations to acknowledge some would not necessarily consider it to fall in
the simple realm of a "straight line." But I don't think that matters for
the point I am trying to make.)

The devil is in the details!


Regards,
Jack