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Article #347

Re: nano-replicator assumptions

#347
From: Bill Skaggs
Date: Wed, 02 Sep 1992 19:04
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snodgras@crash.cts.com (John Snodgrass) writes:

   >> Ummmmmm. I thought John Von Neumann proved that automata of
   >> sufficient complexity can reproduce themselves. What is Rosen
   >> saying that Von Neumann did not?

   >	 Can you even give the broadest outlines of how Von Neumann
   > proved this?  I think not. 

Well, *I* can.  He gave a mathematical proof that a self-duplicating
structure exists in the Game of Life (which is a finite-state
automaton).  He proved it by showing how to construct one.  The
structure he describes is very large.

   > Moreover, whatever the type of logic he utilizied, the only real
   > proof would be to build one. 

No, Life is a mathematical structure, so the existence can be shown by
a mathematical proof.

But this is mostly a historical curiosity nowadays.  The workings of
DNA are now understood sufficiently to make it clear how
self-replication can arise.  For a nice brief explanation, look at the
chapter about DNA in Douglas Hofstadter's "Metamagical Themas".  (I
don't remember the chapter title offhand, and the book is at home.)

	-- Bill
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From: bill@nsma.arizona.edu (Bill Skaggs)
Newsgroups: sci.philosophy.tech
Subject: Re: nano-replicator assumptions
Message-ID: <BILL.92Sep2120437@ca3.nsma.arizona.edu>
Date: 2 Sep 92 19:04:37 GMT
References: <1992Aug10.164940.2884@bnr.ca> <9R5NPB5w164w@cybernet.cse.fau.edu>
 <1992Aug26.171151.1898@skynet.uucp> <snodgras.715041902@crash>
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In-Reply-To: snodgras@crash.cts.com's message of 28 Aug 92 22: 45:02 GMT