The Philosophy of Null Set Theory (Empty Set {}): The Cardinality of Being the Nothingness
For a statement P(x) that is false for every possible value of x, nothing within the universe can pass the elementhood test for the truth set of P(x), and so, therefore, this truth set must have no elements.
Since the truth set of P(x) has no element, this result of
statement, which is always false.
Therefore,
Theorem 1:
Any theory T generated from this statement including basic arithmetical nihilism and T will always contradict to almost all Physics Laws and Cosmological Principles.
(Proof of this mathematical theorem will not be shown in this blog).
(Mohamad Izaham Bin Mohamed Yatim , January, 1992)
To be finalized soon…
This Theorem is dedicated To:
M.J. Giles, Department of Mathematics and Statistics, Faculty of Engineering, Science and Technology, Ellison Building, The University of Northumbria, Newcastle-upon-Tyne NE1 8ST, UK
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Mohamad Izaham Bin Mohamed Yatim
The Mathematical Theory of Nothing
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