On 08 Apr 2017, at 18:13, John Clark wrote:



On Thu, Apr 6, 2017 at 2:08 PM, Bruno Marchal <marc...@ulb.ac.be> wrote:

​​>> ​When 99% of the human species observe the ASCII ​ sequence G-O-D they have a clear mental picture of what that sequence represents,

​> ​False! the muslims are required to not have any mental image of the Unnameable.

​False! There are 1.6 billion Muslims in the world, of them 600 million can read, and for every single one of them a mental idea forms when they see the squiggle "God", otherwise they wouldn't be able to read, and not one of those mental ideas is of the multiplication table.

Here my dear John, you confuse the Unnameable with a sequence of letter. The Muslims have no problem with letters and name, only picture of It. Note that the muslims who say that a caricature of the prophet is a blasphem, do blasphem. Because they create an intermediate between them and It.





And yet you claim to be  mystified why you are misunderstood!

Why I am misunderstood by *you*?

Don't overgeneralize.


It is not so easy to get both the mathematical logic/recursion theory, and the quantum physics, and then the subject concerns a problem which is basically a taboo, sadly enough also for (strong) atheists, since 1500 years of brainwashing.

Thanks God, it is not a taboo for serious scientists and serious philosophers which are publicly agnostic.

Take all your time John, every one understand some bigger part of it from time to time soon or later.

And if you get the point you will see I am just asking a question, and showing how to explore the answer(s). I have zero pretension to any truth, or any certainty, which is the point of science.

If you decide to not understand, that's OK. It is still a mystery why you stop the reasoning at step 3. It looks easy, like a way to avoid the more subtle points which follows. But here you are mistaken too. The translation of arithmetic eventually discharged the needs for the thought experience. In the original long thesis, I used "paradox" instead of argument, and I used them to motivate the intensional []p & <>p. I was asked to use "argument" instead of "paradox", and I was OK, because it is an argument too, but in that domain, some people fears argumentation; so I prefer paradox, and then translate the problem in arithmetic.

Bruno



 John K Clark





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http://iridia.ulb.ac.be/~marchal/



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