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Author Topic: I JUST GOT UNBANNED!!!!!!!!!!  (Read 1660 times)
Puzzles
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August 29, 2011, 02:30:01 AM
 #21

Since non-violent anarchy is not possible among humans you could say 'anarchy' as a concept is impossible.
Humans (as a wider group) can't live without social cohesion, hierarchy and power structures.

If those are lacking, the void will be overtaken instantly by the most ruthless group of people.
Somalia is a living example of a government void filled with gunmen and warlords.

That's why we should gather up all the intelligent people by screening all the people in the world, and then we find a chain of uninhabited islands and set up camp. Cheesy

So you think this a characteristic only present in unintelligent humans?  Furthermore, what are your qualifications for intelligent?  Education level, IQ tests, personal wealth?

Obviously, intelligence can come in many forms. That's why we would elect two or three of the wisest/smartest/and most philosophical people to screen the others. Problem solved. Cheesy

Hello.
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silverchair
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August 29, 2011, 06:22:50 AM
 #22

Cool, i now know why you got banned  Cheesy

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August 29, 2011, 07:34:40 AM
 #23

Cool, i now know why you got banned  Cheesy

yeh, I'm not an anarchist.
XD

political ideologies don't concern me much.
d'aniel
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August 30, 2011, 05:12:54 AM
 #24

Everyone = the whole of all sets

The set of all sets = 1
The set of all sets = 1/0
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August 30, 2011, 06:50:27 AM
 #25


That's why we should gather up all the intelligent people by screening all the people in the world, and then we find a chain of uninhabited islands and set up camp. Cheesy
[/quote]

greenland? i heard summer is coming soon there Cheesy

Man is least himself when he talks in his own person. Give him a mask and he will tell you the truth.

- Oscar Wilde
Xenland
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August 30, 2011, 07:40:12 AM
 #26

Everyone = the whole of all sets

The set of all sets = 1
The set of all sets = 1/0
is that a one divded by zero or its just 1/0?
d'aniel
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August 30, 2011, 08:25:18 AM
 #27

Everyone = the whole of all sets

The set of all sets = 1
The set of all sets = 1/0
is that a one divded by zero or its just 1/0?
It's a one divided by zero.  Get it?  If not, ask Russell.
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August 30, 2011, 08:41:10 AM
 #28

So your claiming that 1/0 dosen't = undefined
You have came up with the conclusion that The set of all sets equal 1/0?
How so?
I mean if you have nothing... how do you divide the set?
Unless both 1 and 0 mean the same thing in this context....
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August 30, 2011, 10:20:29 AM
 #29

Well, I guess you're not going to work from my hint Sad

So your claiming that 1/0 dosen't = undefined
No, I was saying exactly that 1/0 = undefined.  I was being cute.

Trying to define a "set of all sets" leads to a paradox, since it must contain its own power set, whose cardinality is strictly greater than its own.  So to avoid being able to define such paradoxical sets in set theory, you need this: http://en.wikipedia.org/wiki/Zermelo%E2%80%93Fraenkel_set_theory#3._Axiom_schema_of_specification_.28also_called_the_axiom_schema_of_separation_or_of_restricted_comprehension.29

Notice from the link what the "ask Russell" hint meant now?
Xenland
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August 30, 2011, 11:32:49 AM
 #30

Well, I guess you're not going to work from my hint Sad

So your claiming that 1/0 dosen't = undefined
No, I was saying exactly that 1/0 = undefined.  I was being cute.

Trying to define a "set of all sets" leads to a paradox, since it must contain its own power set, whose cardinality is strictly greater than its own.  So to avoid being able to define such paradoxical sets in set theory, you need this: http://en.wikipedia.org/wiki/Zermelo%E2%80%93Fraenkel_set_theory#3._Axiom_schema_of_specification_.28also_called_the_axiom_schema_of_separation_or_of_restricted_comprehension.29

Notice from the link what the "ask Russell" hint meant now?
Yeah i've read the before..... but i didn't understand it until we had this whole 1 divided by zero conversation... that just blew my mind
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