jsfisher
ETcorngods survivor
- Joined
- Dec 23, 2005
- Messages
- 24,532
It does no work that way.
Oh, but it does. My stuff works; yours doesn't.
It does no work that way.
And why should I answer your questions in any detail when you never answer even the simplest ones of mine? This question, which is directed at the root of your madness, has been dodged three times now:
A complete answer to your question was given in http://www.internationalskeptics.com/forums/showpost.php?p=6690286&postcount=13453.
You chose to ignore it exactly because you are unable to answer in details to http://www.internationalskeptics.com/forums/showpost.php?p=6690286&postcount=13453
and you continued to expose your inability to answer to my questions also in http://www.internationalskeptics.com/forums/showpost.php?p=6690619&postcount=13458.
You are invited to explain in details the errors of the following expressions:Why should I respond to anything else when you stubbornly refuse to acknowledge even the most trivial of errors on your part and you won't answer a question that you have been asked first?
You are living in a fantasy world, your stuff can't handle with Gödel's incompleteness theorems, such that the really interesting mathematical frameworks are incomplete by using the formal deductive-only framework ( Hilbert's program failed http://en.wikipedia.org/wiki/Hilbert's_program ).
Cotemporary Physics has to build its own mathematics in order to support theories like String theories, exactly because your stuff does not have common foundations anymore (the phrase "branches of mathematics" is misleading, because there is no fundamental connection (cross-contexts term) between context-dependent mathematical frameworks).
Your stuff can't handle with real complexity as discussed in http://en.wikipedia.org/wiki/Unreasonable_ineffectiveness_of_mathematics and indeed you are unable to discuss on that subject exactly because your stuff does not work, when real complexity gets on stage.
No, mathematics is not a deductive-only framework, which is a fact beyond your deductive-only reasoning.What are you on about now? You claim Mathematics can't handle Mathematics because it includes Mathematics?
It is not a deductive-only reasoning.More stuff you don't understand, so you just make crap up. Physics doesn't have its own private physics math. It's all Mathematics.
As has been demonstrated so often, you avoid http://en.wikipedia.org/wiki/Unreasonable_ineffectiveness_of_mathematics .As has been demonstrated so often, you project.
No, mathematics is not a deductive-only framework, which is a fact beyond your deductive-only reasoning.
In that case you do not know yourself, because given any deductive-only context-dependent axiomatic framework, there is a cross-context level at and beyond it, which is not deductive-only (getting out of the box of some deductive-only context-dependent axiomatic framework is also the nature of the mathematical science, which is a non-local property that your deductive-only context-dependent axiomatic framework reasoning simply can't comprehend).You are the only one I know that ever said it was. Is there nothing you understand correctly?
Let us improve p,q propositions:
(X≠X) means: "X fails to exist"
(X=X) means : "X successfully exists"
p case:
[latex]$$$In p case z exists as empty set only if the non-existing belongs to it, but then p case does not cover the case of the existing things that do not belong to z.
\exists z \, \forall (x \ne x) \, (x \ne x) \rightarrow ((x \ne x) \in z)$$$[/latex]
q case:
[latex]$$$
\exists z \, \forall (x = x) \, (x = x) \rightarrow ((x = x) \notin z)$$$[/latex]
In q case z exists as empty set only if the existing things do not belong to it, but then z is one of the exiting things that are used to define the existence of z, which is a circular reasoning.
(X≠X) means: "X fails to exist"
(X=X) means : "X successfully exists"
In that case you do not know yourself, because given any deductive-only context-dependent axiomatic framework, there is a cross-context level at and beyond it, which is not deductive-only (getting out of the box of some deductive-only context-dependent axiomatic framework is also the nature of the mathematical science, which is a non-local property that your deductive-only context-dependent axiomatic framework reasoning simply can't comprehend).
Emptiness.Oh Good Grief, more qualifiers... so what might be an 'unsuccessful' existence ... ?
In-Out of theGibberish.
ignorence.We have been over and over and over ... your inability to get out of yourThese are still not valid logical propositions. Perhaps you should do some research on proper use of the universal quantifier and the set membership operator? And don't redefine already agreed upon definitions (equality/nonequality), we've been over why that is stupid and pointless already.
, so?All we get by this "research" is the convention about universal quantifier, so?Perhaps you should do some research on proper use of the universal quantifier
In-Out of theignorence.
We have been over and over and over ... your inability to get out of your, so?
Do you really think that your "These are still not valid logical propositions" is valid because it is based on a 3,500 years old convention?
OM does its first steps in an environment that is dominated by context-dependent thinkers for the past 3,500 years.Doronetics continues to fail, and produces nothing. Why is that?
I am sure that I will not be alone in the very near future because the need for cross-contexts relations in addition to context-dependent relations is going to air its view, in order to deal with real complexity, whether your context-dependent community will do its best in order to shut it down, or not.