Archive for June 4th, 2013

Xenotation (#1)

From Euclid’s Fundamental Theorem of Arithmetic (FTA), or unique prime factorization theorem, we know that any natural number greater than one that is not itself prime can be uniquely identified as a product of primes. The decomposition of a number into (one or more) primes is its canonical representation or standard form.

Through the FTA, arithmetic attains the cultural absolute. Number is comprehended beyond all traditional contingency, as it exists for any competent intelligence whatsoever, human, alien, technological, or yet unimagined. We encounter the basic semantics of the Outside (comprehending all possible codes).

Insofar as numerical notation is constructed in a way that is extraneous to the FTA, we remain Greek. Our number signs fall lamentably short of our arithmetical insight, stammering deep patterns in a rough, ill-formed tongue. Stubbornly and inflexibly, we translate Number into terms that we know deform it, as if its true language was of no interest to us.

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June 4, 2013admin 23 Comments »
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