Beyond Probability

November 8, 2013 Leave a comment Go to comments

What is the probability that “pattern” can exist at all?

Can’t be calculated.

Because we cannot empirically calculate it, or because it is ontologically incalculable? Are there other comparably incalculable examples, or do all incalculables share a common ‘absolute’ quality (relating to primordial origins, consciousness, etc)

Ontologically incalculable. There is no way to measure the total possible outcomes.

In another way, it is super-calculable. Only one outcome results in the possibility of measurement. The probability of pattern existing in a universe in which the question of probability can be asked would be 100%…or even “infinitely greater” than 100%, as there is no possibility at all of measurement in a context that is devoid of pattern.

In another sense, the possibility of pattern is the most improbable condition in the sense that no ‘probability’ can precede pattern. Probability is an expectation of a particular type of pattern so by definition, pattern is not just incalculable, but pre-calculation (calculations are also pattern recognition).

Fair enough…

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