According to Boolean algebra, the paradox is both real and cannot be mapped to a Gödel number.
A sequence of ones and zeros constitutes a computer program. To assign indices to different sequences of ones and zeros would be possible. Those indices would then be equivalent to Gödel numbers. Those collective Gödel numbers would compose a traditional logical positivist framework. Paradoxes occur outside the limits of that mapping.
Infinite language – Part 1 of 2
Later: Infinite Language Continued
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