do a google search on "different orders of infinity" and you will find
it.
But nobody has planned on "different orders of zero".
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Different orders of Zero.
Everybody has heard of different orders of infinity.
The cardinality of different orders of infinity are:
aleph zero --- the number of elements in the set of natural numbers
aleph one --- the number of elements in the power set of natural
numbers
aleph two --- the number of elements in the power set of power set of
natural numbers
aleph three --- the number of elements in the power set of power set
of power set of natural numbers
aleph four --- the number of elements in the power set of power set of
power set of power set of natural numbers
(you can look up cardinality of infinity on wikipedia)
Now, so far we have only one zero
that is limit N -> infinity 1 / N which I can call erach_1
then we have limit N -> cardinality of power set of power set of zero
which I can call
erach 2
then we have limit N -> 1 / cardinality of cardinality of cardinality
of power set of natural numbers
erach 3
This will help in quantum theory of super dense materials, super super
dense materials, super super super dense materials and so on.
Best Regards,
Erach