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Science
In reply to the discussion: If you're having math problems, I feel bad for you, son... [View all]tama
(9,137 posts)35. Mersenne primes
Last edited Sun Apr 15, 2012, 06:30 AM - Edit history (1)
are extremely essential in Matti's theory. His latest blogging has a very good feel to it: http://matpitka.blogspot.com/
PS: I share the feeling of being a state of "finite measurement resolution" containing holographic information from larger whole. Very finite and small, especially when trying to understand Matti's theory and physics and nature. But it's also nice to accept some level of holographic comprehension, how ever limited, as a foundation for rudimentary self-confidence.
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Question for math teacher - Please. At the end of the year I have 100,000 Pesos...
wake.up.america
Feb 2013
#43
A set of numbers is countable if it has the same cardinality as some subset of the natural numbers.
Jim__
Mar 2012
#4
"there do not exist 2 integers, say n and m, such that pi can be written as n/m"
napoleon_in_rags
Mar 2012
#5
"... you know Z plus all integers of infinite length would probably have the same cardinality as R."
Jim__
Mar 2012
#7
As simply as it can be put, your statement is in direct contradiction to a Zermelo-Fraenkel axiom.
Jim__
Mar 2012
#12
Yeah, it guarantees the size N is infinite, not that any number in N is infinite.
napoleon_in_rags
Apr 2012
#20
I'm just incredibly glad to hear these people seeing the holes in set theory.
napoleon_in_rags
Apr 2012
#39