[sci.philosophy.tech] Submission for sci.philosophy.tech

eric@snark.UUCP (Eric S. Raymond) (07/31/87)

In article <2399@hoptoad.uucp>, laura@hoptoad.uucp (Laura Creighton) writes:
> Isn't that begging the question?

What question? Beauty tends to be a good heuristic for what's *interesting* in
pure mathematics, but it doesn't tell you what's true. In other fields the
connection is even more tenuous.

**PERSONAL OPINION BEGINS**

What's really going on here is that we have a cultural prejudice that beautiful
things are 'true' and vv. which we inherited from a particular school of
Greek philosophers that was dominant in the city that happened to win the
Aegean wars, so we edit our experience to conform to it. If the Ionians had
won, this nonsense would have been in the dustbin of history for 2000 years.

The cognitive experience from which these guys were overgeneralizing is that
when you have an intuitive grasp on a complex system (like, say, the workings
of a clepsydra in their day or a computer in ours), thinking about it is
pleasurable (hence 'beautiful'). So the tendency to think "what's beautiful
is more likely to be true" is a typical-for-philosophically-naive-Westerners
misprojection of "I'm more likely to be able to solve problems with complexity
I can grasp". Most other cultures don't make this mistake as much (but they've
got characteristic blind spots of their own).

**OPINION ENDS**

>>we throw away a lot of information in making the exceedingly complex mapping
>>from, say, falling cannonballs to F=ma.
> 
>But why is the exceedingly complex mapping so beautiful?  F=ma is not complex;
>on the contrary it is very simple. awe inspiringly, beautifully, simple.

See above. It's the confirmation-by-experience that *simple* F=ma can be used
to predict the *complex* behavior of the falling rock that's the real
"knowledge" here; F=ma is just marks on paper. Mathematics by itself is a
zero-content system, both literally and figuratively meaningless (but fun!).
The mapping is 'beautiful' only because it's now part of your intuition; was
it 'beautiful' to you while you were struggling to understand dx/dt?

No? I didn't think so...and it remains un-`beautiful' to people who don't
grok elementary physics at least in Newtonian approximation.
-- 
      Eric S. Raymond
      UUCP:  {{seismo,ihnp4,rutgers}!cbmvax,sdcrdcf!burdvax,vu-vlsi}!snark!eric
      Post:  22 South Warren Avenue, Malvern, PA 19355    Phone: (215)-296-5718

myers@tybalt.caltech.edu (Bob Myers) (08/09/87)

In article <120@snark.UUCP> eric@snark.UUCP (Eric S. Raymond) writes:
> It's the confirmation-by-experience that *simple* F=ma can be used
>to predict the *complex* behavior of the falling rock that's the real
>"knowledge" here; F=ma is just marks on paper. Mathematics by itself is a
>zero-content system, both literally and figuratively meaningless (but fun!).
>The mapping is 'beautiful' only because it's now part of your intuition; was
>it 'beautiful' to you while you were struggling to understand dx/dt?

Yes, actually. You don't need to completely understand the mathematics
to appreciate the beauty. All you need is an intuitive understanding.
I don't understand General Relativity, but I can appreciate the
beauty of a geometrical interpretation of gravity.

>No? I didn't think so...and it remains un-`beautiful' to people who don't
>grok elementary physics at least in Newtonian approximation.

Only if they don't understand what the symbols stand for on any level.
It's not terribly hard to explain F=ma on an intuitive level. Sure,
as long as it's just marks on a piece of paper, it's not beautiful.
(Calligraphy aside! :-) )

-------------------------------------------------------------------------------
		Well if that's the best there is
		 Then I won't buy it
		Well if that's the only game
		 Then I won't play

Bob Myers                                         myers@tybalt.caltech.edu
			 {rutgers,amdahl}!cit-vax!tybalt.caltech.edu!myers

laura@hoptoad.uucp (Laura Creighton) (08/09/87)

In article <120@snark.UUCP> eric@snark.UUCP (Eric S. Raymond) writes:
>The mapping is 'beautiful' only because it's now part of your intuition; was
>it 'beautiful' to you while you were struggling to understand dx/dt?
>
>No? I didn't think so...and it remains un-`beautiful' to people who don't
>grok elementary physics at least in Newtonian approximation.

Hmm. My intuition runs strongly along the dx/dt lines, and so that
wasn't a struggle.  I think, however, that you believe that ``beauty''
is a quality that must be immediately obvious to everyone.  People
have to learn to appreciate art and music as well.  What is the
difference?
-- 
(C) Copyright 1987 Laura Creighton - you may redistribute only if your 
    recipients may.

	``One must pay dearly for immortality:  one has to die several
	times while alive.'' -- Nietzsche

Laura Creighton	
ihnp4!hoptoad!laura  utzoo!hoptoad!laura  sun!hoptoad!laura

janw@inmet.UUCP (08/28/87)

[sarge@thirdi.UUCP ]
>I guess the question is whether there *is*  any  legitimate  cri-
>terion  for  distinguishing  between  religion and philosophy. If
>not, then linguistic analysis is  a  form  of  religion  and  Jim
>Jones'  cult was a form of philosophical society. To me it always
>seemed that the use of reason and logic  distinguished  the  two,
>but  I'm  willing  to  bow to someone else's notion if there is a
>better criterion for separating them.

I seem to remember that Jim Jones's cult was actually quite secu-
lar:  a  political movement and a utopian commune posing as reli-
gion to get some breaks; they did not believe in any  deity.  As-
suming  that's  so  - and if not, substituting some other group -
let's apply the criterion of reason and logic. Suppose it  fails.
Does  the movement's unreasonableness qualify it as a religion?
Is any blind faith, however secular, religious? And  is  theology
(often  logical  and rational in its methods) just a branch of
philosophy?

So where's the boundary between religion and philosophy? I  don't
know; both try to make sense of the universe and the human condi-
tion. Religion tends to be more personal and more emotional;  but
it  is  a  difference of degree and of style. Most important dis-
tinctions cut across both religion and philosophy:  e.g.,  dogma-
tism vs. independent inquiry; mysticism vs. rationalism; optimism
vs. pessimism; theism as against deism,  pantheism,  atheism  and
agnosticism.

A comprehensive, emotionally satisfying philosophical  worldview,
imbuing  a  community of followers - such as Marxism, Objectivism
or Buddhism - has the properties of a religion, and, in the  case
of  Buddhism,  has acquired the name, too. Lucretius expounds his
materialism with a truly religious rapture, and  speaks  of  Epi-
curus  as  one does of a prophet and a savior. True, Epicureanism
never grew into an organized religion, but Stoicism,  Cynicism
and Platonism, in a way, did - they were incorporated into Chris-
tianity.

			Jan Wasile, A f