Relay-Version: version B 2.10 5/3/83; site utzoo.UUCP Posting-Version: version B 2.10 5/3/83; site pyuxd.UUCP Path: utzoo!watmath!clyde!burl!ulysses!gamma!pyuxww!pyuxd!rlr From: rlr@pyuxd.UUCP (Rich Rosen) Newsgroups: net.philosophy Subject: Re: Re: Sc--nce Attack (self-awareness) Message-ID: <1920@pyuxd.UUCP> Date: Sat, 19-Oct-85 00:26:51 EDT Article-I.D.: pyuxd.1920 Posted: Sat Oct 19 00:26:51 1985 Date-Received: Sun, 20-Oct-85 04:00:26 EDT References: <1949@aecom.UUCP> <10675@ucbvax.ARPA> Organization: Whatever we're calling ourselves this week Lines: 27 >>> My understanding is that Godel's incompleteness theorems prove >>> (assuming the consistency of Arithmetic) that no Turing machine >>> can possibly simulate the human mind. [TEDRICK] >>What Godel's theorem says is that if one assumes Math to be >>consistent, it must be incomplete. Thus, a Turing machine is >>either inconsistant or incomplete. Who ever said the brain is >>consistant or complete? Why is it outside the realm of Turing >>Machines? [BERGER] > I claim that if we make the consistency assumption, and assume > that the mind is equivalent to a Turing machine, we get a > contradiction in that there are true statements recognizable > by the mind which are not recognizable by the machine. > Maybe I'm wrong but if I am I hope someone can explain to > me why I am wrong. [TEDRICK] I'll repeat this because it may not have gotten out the first time. To keep it simple, ask a machine whether sentence 'G' is true, where sentence G is "You will never say that this sentence, sentence 'G', is true." The machine cannot answer it (any answer it gives will be incorrect). A deathblow to the intelligence of machines! Hurrah! Great. Now ask the same thing of a human being. -- Meanwhile, the Germans were engaging in their heavy cream experiments in Finland, where the results kept coming out like Swiss cheese... Rich Rosen ihnp4!pyuxd!rlr