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TOE Theory

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Postby at1with0 » Sun May 27, 2012 2:49 pm

Forgive him for he knows not what he does. :o
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Postby khanster » Sun May 27, 2012 3:04 pm

at1with0 wrote:Forgive him for he knows not what he does. :o


Such an ironic comment from one who displays contempt for the teachings of Jesus.
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Postby at1with0 » Sun May 27, 2012 3:21 pm

khanster wrote:
at1with0 wrote:Forgive him for he knows not what he does. :o


Such an ironic comment from one who displays contempt for the teachings of Jesus.



Who's trolling now? :mrgreen:
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Postby khanster » Sun May 27, 2012 4:06 pm

This is YOUR thread about TOE theory.

I am trying to stay on topic. Do you have anything to say about TOEs or not? :boohoo:
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Postby at1with0 » Sun May 27, 2012 4:15 pm

khanster wrote:This is YOUR thread about TOE theory.

I am trying to stay on topic. Do you have anything to say about TOEs or not? :boohoo:

You amuse me.

What if there is more than one structure that encompass all structures?
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Postby khanster » Sun May 27, 2012 4:35 pm

at1with0 wrote:
khanster wrote:This is YOUR thread about TOE theory.

I am trying to stay on topic. Do you have anything to say about TOEs or not? :boohoo:

You amuse me.

What if there is more than one structure that encompass all structures?


Reminds me of M-theory

http://en.wikipedia.org/wiki/M-theory

In the early 1990s, it was shown that the various superstring theories were related by dualities which allow the description of an object in one super string theory to be related to the description of a different object in another super string theory. These relationships imply that each of the super string theories is a different aspect of a single underlying theory, proposed by Witten, and named "M-theory".

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Postby at1with0 » Sun May 27, 2012 4:41 pm

I would like to know if two structures having the property of all structures are embedded within it are isomorphic or elementarily equivalent.
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Postby khanster » Sun May 27, 2012 4:55 pm

at1with0 wrote:I would like to know if two structures having the property of all structures are embedded within it are isomorphic or elementarily equivalent.


I am guessing that they would inevitably be equivalent in that they would be two different ways of saying the same thing, for example:

[2+3] = [1+4] = 5
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Postby at1with0 » Sun May 27, 2012 4:58 pm

I'm not sure which would be the more favorable result, that it is unique or that it isn't.
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Postby khanster » Sun May 27, 2012 5:12 pm

at1with0 wrote:I'm not sure which would be the more favorable result, that it is unique or that it isn't.


There may be one unique solution or there may not be.

Prime numbers appear to be randomly distributed with patterns.

http://phys.org/news160994102.html

Prime numbers have intrigued curious thinkers for centuries. On one hand, prime numbers seem to be randomly distributed among the natural numbers with no other law than that of chance. But on the other hand, the global distribution of primes reveals a remarkably smooth regularity. This combination of randomness and regularity has motivated researchers to search for patterns in the distribution of primes that may eventually shed light on their ultimate nature.
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