RE: [agi] C-T Thesis (or a version thereof) - Is it useable as an in-principle argument for strong AI?

2003-01-15 Thread Ben Goertzel
> If this physical interpretation of the Church-Turing thesis > is accepted then it follows that if the physical brain and its > operation is a "well defined process" then it must be possible > to implement the process that the brain carries out on a Turing > machine. This is the claim of "Stron

RE: [agi] C-T Thesis (or a version thereof) - Is it useable as an in-principle argument for strong AI?

2003-01-15 Thread Ben Goertzel
Eliezer wrote: > The C-T Thesis is an argument for Strong AI because it requires that any > opponent of Strong AI posit a nonstandard model of physics to allow for > noncomputable processes which, through a nonstandard neurological > mechanism, have a noticeable macroscopic effect on brain process

Re: [agi] C-T Thesis (or a version thereof) - Is it useable as an in-principle argument for strong AI?

2003-01-14 Thread Anand AI
Thanks, Ben, that answer will be useful for different things. http://sl4.org/bin/wiki.pl?SingularityQuestions (edited answer below question 5) Best, Anand Ben Goertzel wrote: > The CT thesis would seem to imply the possibility of strong AI. > > That is, it implies that: On any general-purpose

RE: [agi] C-T Thesis (or a version thereof) - Is it useable as an in-principle argument for strong AI?

2003-01-14 Thread Ben Goertzel
Of Anand AI > Sent: Tuesday, January 14, 2003 2:29 PM > To: AGI List > Subject: [agi] C-T Thesis (or a version thereof) - Is it useable as an > in-principle argument for strong AI? > > > Hi everyone, > > After having read quite a bit about the the C-T Thesis, and its differ

[agi] C-T Thesis (or a version thereof) - Is it useable as an in-principle argument for strong AI?

2003-01-14 Thread Anand AI
Hi everyone, After having read quite a bit about the the C-T Thesis, and its different versions, I'm still somewhat confused on whether it's useable as an in-principle argument for strong AI. Why or why isn't it useable? Since I suspect this is a common question, any good references that you hav