Prof: "My equation posits that the DNA basis protocol [Pi_eater] exists as the Bekenstein-Kolmogorovian Complexity limitation of it$elf. The boundary condition occurs as the irreducible, thus defines the funding parameter."
Post by twetch#9216
Prof_cont: "DNA occurs as the most complex known structure in existence and cannot be expressed in a more succinct manner than it$elf. The $elf($elf) (self within the self) recursion exists as the funding convertor."
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- twetch#9216
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Replies (11)
Me: I see. Thus your units "Per Square Seconds' Kelvin, are boundary condition step sums of exchange within a Bolztmannian parametric metric metricity governed by thermionic degeneration?"
Prof: Yes, the thermionic degenerate affords Minkowskian validity.
Prof: Yes, though "Bolztmannian Parametric Metric Metricity" comes off as gibberish to the Euclidean "Dub_stepped" mind. When you place evolving metricity's inside metricized recursions inside unmetricized recursions, you'll need a stepwise bit framing.
Me: I see. Thank you for explaining it to me Professor.
Prof: Show me?
Me: The charge invariant may be gauged as charge invariant per unit spacetime with spacetime gauged as the charge invariant units per unit. The gauge which gauges the gauge.
Prof: Yes, you understand. The answer is always "More Funding". Remember, there exists ONLY ONE UNIVERSAL Pi. Which, as a transcendent encapsulates all other LOCAL Pi. When you see "Pi" you may say: "Valid up to a point."