- #1
Organic
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- 0
Hi,
First, please look at this example (It takes about 1 minute to load it) :
http://www.geocities.com/complementarytheory/PTree.pdf
From this example we can understand that if aleph0 is related to all N members then any n of n^aleph0 cannot be but 0.
The reason is very simple: When we deal with all N members, the power of |N| (=aleph0) is too strong for any information structure, which is constructed on some n>0 base.
Shortly speaking, the "rainbow of information" does not exist when we reach the power of aleph0.
No information --> no input --> no results --> no conclusions.
Therefore transfinite universes, which constructed on ...2^(2^(2^aleph0))... does not hold.
When we try to force the transfinite idea on any information system (including Math language) we get:
...2^(2^(0^aleph0))... = 1 = {__} = Fullness.
XOR
...0^(0^(0^aleph0))... = 0 = {} = Emptiness
{} XOR {__} contents are actual infinity and cannot be reached by any information system (including Math).
Organic
First, please look at this example (It takes about 1 minute to load it) :
http://www.geocities.com/complementarytheory/PTree.pdf
From this example we can understand that if aleph0 is related to all N members then any n of n^aleph0 cannot be but 0.
The reason is very simple: When we deal with all N members, the power of |N| (=aleph0) is too strong for any information structure, which is constructed on some n>0 base.
Shortly speaking, the "rainbow of information" does not exist when we reach the power of aleph0.
No information --> no input --> no results --> no conclusions.
Therefore transfinite universes, which constructed on ...2^(2^(2^aleph0))... does not hold.
When we try to force the transfinite idea on any information system (including Math language) we get:
...2^(2^(0^aleph0))... = 1 = {__} = Fullness.
XOR
...0^(0^(0^aleph0))... = 0 = {} = Emptiness
{} XOR {__} contents are actual infinity and cannot be reached by any information system (including Math).
Organic
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