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Old 04-09-2004, 03:40 PM   #101
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Originally Posted by Goliath
It isn't (for example, non-physical mathematical objects are not in the universe), whence you are wrong yet again.


Sincerely,

Goliath
Mathematical objects are abstractions contained in the noggins of those such as yourself. Therefore mathematical objects are also contained by the physical universe.

The abstract contains the concrete and the concrete contains the abstract. It is a dual form of containment.

You lose again, although you think you are winning, but, there is no debate to begin with. You would be as a lamb taken to the slaughter...
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Old 04-09-2004, 03:43 PM   #102
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Originally Posted by Chimp
Mathematical objects are abstractions contained in the noggins of those such as yourself.
Unproven assertion.

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You lose again,
Laughable, coming from someone who has admitted that he has no idea what he's talking about.

Sincerely,

Goliath
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Old 04-09-2004, 03:46 PM   #103
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By the way, even if you could prove that mathematical objects are physical (good luck with that, by the way...philosophers of mathematics have been wrestling with that one for a couple of millenia, now), your argument still fails, since the universe (when considered as a set) cannot contain its power set.

Again, there is no such thing as the set of all sets.

You are still beaten. Why do you persist?

Sincerely,

Goliath
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Old 04-09-2004, 03:52 PM   #104
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Originally Posted by Goliath
By the way, even if you could prove that mathematical objects are physical (good luck with that, by the way...philosophers of mathematics have been wrestling with that one for a couple of millenia, now), your argument still fails, since the universe (when considered as a set) cannot contain its power set.

Again, there is no such thing as the set of all sets.

You are still beaten. Why do you persist?

Sincerely,

Goliath
You are the persistent one. "Brow-beating" appears to be your method of debate?

Obviously there is a complex number, such, that 2^x = x.

Real numbers are a subset of the complex numbers, a+bi, where b = 0.

You lose again?
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Old 04-09-2004, 03:54 PM   #105
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Originally Posted by Chimp
You are the persistent one. "Brow-beating" appears to be your method of debate?
No, but "cluelessness" seems to be yours.

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Obviously there is a complex number, such, that 2^x = x.
Irrelevant. We are talking about SETS, not NUMBERS. The two are DIFFERENT. Get it?

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You lose again?
In your imagination, perhaps.

Sincerely,

Goliath
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Old 04-09-2004, 04:06 PM   #106
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Originally Posted by Goliath

Irrelevant. We are talking about SETS, not NUMBERS. The two are DIFFERENT. Get it?


Sincerely,

Goliath
Sets are quantities that contain other sets. Concepts that relate to other concepts. Numbers are abstract concepts that can be defined as "sets" also.

A natural number, n, is also a rational number n/1, which is also a real number.


Now if you use your capacity for abstract thought, like I know you can, you will see that sets are also numbers.
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Old 04-09-2004, 04:09 PM   #107
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Originally Posted by Chimp
Sets are quantities that contain other sets.
This is a circular definition, and therefore wrong.

"Set" is an undefined term in set theory.

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Now if you use your capacity for abstract thought, like I know you can, you will see that sets are also numbers.
No, sets are not numbers. There are sets of numbers, and there are sets such as the following:

{gangreene, stereo, camel, window, green}

that are NOT numbers.

Sincerely,

Goliath

PS I am about a month away from a PhD in Mathematics, so if you are going to attempt to lecture me on "abstract thought", then please tell me your credentials for doing so.
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Old 04-09-2004, 09:00 PM   #108
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Originally Posted by Goliath
This is a circular definition, and therefore wrong.

"Set" is an undefined term in set theory.



No, sets are not numbers. There are sets of numbers, and there are sets such as the following:

{gangreene, stereo, camel, window, green}

that are NOT numbers.

Sincerely,

Goliath

PS I am about a month away from a PhD in Mathematics, so if you are going to attempt to lecture me on "abstract thought", then please tell me your credentials for doing so.

You appear to be the "lecturer" in this ..."conversation?"

Numbers have universal properties, and in that respect, gangrene, camel, window, green, must obey certain numeric "rules", which DO make them "numbers".

Pythagoreans disagree with you:

http://en.wikipedia.org/wiki/Pythagorean

Quote:

The Pythagoreans were an Hellenic organization of astronomers, musicians, mathematicians, and philosophers; who believed that all things are, essentially, numeric. The group strove to keep the discovery of

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Old 04-09-2004, 09:18 PM   #109
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Originally Posted by Chimp
You appear to be the "lecturer" in this ..."conversation?"
Why are you asking me?

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gangrene, camel, window, green, must obey certain numeric "rules",
Prove this assertion or retract it.

Quote:

Pythagoreans disagree with you:
So what? The Pythagoreans were cultists. I am an atheist.

Furthermore, the Pythagoreans are a dead cult. If you don't believe me, then find me one living Pythagorean.

Sincerely,

Goliath
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Old 04-09-2004, 09:42 PM   #110
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Originally Posted by Goliath

Prove this assertion or retract it.

Sincerely,

Goliath
http://en.wikipedia.org/wiki/Syntax

Quote:


Syntax

From Wikipedia, the free encyclopedia.


A subfield of linguistics, syntax is the study of the rules, or "patterned relations," that govern the way the words in a sentence come together. It concerns how different words which are categorized as nouns, adjectives, verbs etc. (goes back to Dionysios Trax) are combined into clauses which in turn combine into sentences. Fields and subfields within
linguistics.
phonetics
phonology
morphology
syntax
semantics
lexical semantics
stylistics
pragmatics
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