Editing Openai/6897769e-4ee4-800f-aba5-69cca34f701c (section)

==== - Photon energy ∆E = hf → boundary operator insertions with definite frequencies drive bulk normalizable modes. ====
* Square of probability / Ψ² → boundary energy density: in CFT language, probability density computations map to correlators ⟨O(x)O(y)⟩ \langle\mathcal O(x)\mathcal O(y)\rangle⟨O(x)O(y)⟩; the modulus-square relates to spectral weights and response functions controlling dissipation.
* Golden ratio / geometric constants → could show up as particular ratios of operator dimensions / geometric cross ratios fixed by boundary state symmetries (this is speculative but not impossible: specific geometric features of boundary state can produce universal numeric factors in bulk).
* Planck constant h/2π → in holography, classical gravity emerges when ℏbulk→0\hbar_{\rm bulk}\to 0ℏbulk→0 but boundary quantum parameters (like 1/N) set the classical limit; mapping QAT’s h to boundary quantization scale needs a careful choice of units and identification of classical limit parameters.