Deeper than primes

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T≠T (or F≠F) is a false self-referential comparison. T=F is a false non self-referential comparison. Here it is:
[qimg]http://farm3.static.flickr.com/2731/4153069414_3abcabc22e_o.jpg[/qimg]

In both cases, comparison is fundamental.

So you are simply not using a two value system, but have added an additional two values of “self-referential comparison” as well as “non self-referential comparison”. However, even in that system T = T is the same as F = F as both are true and your “self-referential comparison”.
 
The underlying basis is Comparison, whether its is Difference comparison or Sameness comparison.

So your argument is to simply ignore that your “Difference comparison” is the only basis for your claim that a “Sameness comparison (1 = 1) ≠ Difference comparison (1 ≠ 0)”. How surprising.

The compared are the local aspect and the comparer is the non-local aspect of the comparison.

In your ““Sameness comparison (1 = 1) ≠ Difference comparison (1 ≠ 0)” claim your “comparer”s are the “The compared” thus “local” so the only “non-local aspect of the comparison” is your “Difference comparison”

In both cases Comparison is fundamental.

Again simply because = as well as ≠ are both comparative assertions.

Your “Difference comparison or Sameness comparison” valuation system is still only a two value system.

SC = “Sameness comparison”

DC = “Difference comparison”

Would (SC = ~DC) be valued as a “Sameness comparison” (SC) or a “Difference comparison” (DC) by your system?

Would (SC ≠ DC) be valued as a “Sameness comparison” (SC) or a “Difference comparison” (DC) by your system?



ETA:
Would (SC ≠ ~SC) be valued as a “Sameness comparison” (SC) or a “Difference comparison” (DC) by your system?

Would (SC ≠ SC) be valued as a “Sameness comparison” (SC) or a “Difference comparison” (DC) by your system?

Would (~SC = SC) be valued as a “Sameness comparison” (SC) or a “Difference comparison” (DC) by your system?
 
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F = F is TRUE

I am talking about the truth value called F, which is a short notation of F self-reference, which is a comparison of a value to itself.

In other words, it is True that F is False, and it is False that F is True and you simply can't get it because you do not understand Comparison as the basis of truth values.
 
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I have made no such argument. “(T≠F)” is TRUE, (@=@) is TRUE as long as your “@”s take the same value, but FALSE if they do not. “T=F” is FALSE while @≠@ is FALSE as long as your “@”s take the same value but TRUE if they do not.

@=@ means that we are dealing with a one truth value, where in T≠F we are dealing with two truth values.

Your claim that "dealing with two truth values" = "dealing with a one truth value", is False.
 
So you are simply not using a two value system, but have added an additional two values of “self-referential comparison” as well as “non self-referential comparison”. However, even in that system T = T is the same as F = F as both are true and your “self-referential comparison”.

You still don't get it. I am talking about thuth values, when you are talking about the value of expressions that are based on truth values. In other words, you are not talking about the fundamental level of the very existence of truth values.

Instead you are talking about the expressions, which are the results of the use of truth values.
 
So your argument is to simply ignore that your “Difference comparison” is the only basis for your claim that a “Sameness comparison (1 = 1) ≠ Difference comparison (1 ≠ 0)”. How surprising.

You do not get Comparison, which is the common principle of both DC and SC.

Without C, D or S are not researchable, because D is total connectivity and S is total isolation.
 
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I am talking about the truth value called F, which is a short notation of F self-reference, which is a comparison of a value to itself.

In other words, it is True that F is False, and it is False that F is True and you simply can't get it because you do not understand Comparison as the basis of truth values.

Are you allowed to have anything sharp where you live?
 
I am talking about the truth value called F, which is a short notation of F self-reference, which is a comparison of a value to itself.

Were that the case, than all statements in Doronetics would be trivially true.

In other words, it is True that F is False, and it is False that F is True and you simply can't get it because you do not understand Comparison as the basis of truth values.

The first part is trivially obvious. The second part, you just made up as a substitute for understanding Mathematics.
 
Were that the case, than all statements in Doronetics would be trivially true.
Since you can't comprehend the ontological base of Researchability (http://www.internationalskeptics.com/forums/showpost.php?p=5367241&postcount=7214) your view is indeed trivial.


The first part is trivially obvious. The second part, you just made up as a substitute for understanding Mathematics.
Try to comprehend without comparison, and you get the must have substitute for understanding Mathematics.
 
You are right, this

is not even English.

Yes it is.'You need new glasses' is perfect English.Glasses is just another name for spectacles.'Extracting the urine' is a euphemism for 'taking the piss'.i.e. making fun of you,pulling your leg.Your knowledge of English colloquialisms is almost as non-existent as your knowledge of maths.
 
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