Thermodynamic Constraints on Holographic Processing: The Universe as a Non-Superconducting Circuit in MetaTime v36.0

MetaTime v36.0 posits that physical evolution is not a cost-free state update, but an effectivecomputation constrained by a nonzero latency coefficient ΓL > 0 that manifests as “write friction”in high-complexity regions of state space. If this friction is genuinely irreversible, it implies entropyproduction bounded from below by Landauer’s principle. We formalize the resulting cosmologicalconstraint using holographic thermodynamics and information geometry: the 4D brane behaves asa non-superconducting information circuit in which a low-entropy early state supplies a large freeenergy potential, ΓL plays the role of an information resistance limiting irreversible update current,and the bulk provides a heat sink that absorbs processing-generated entropy. A key quantitativeresult is a horizon-budget bound: combining the Gibbons–Hawking temperature and BekensteinHawking horizon entropy yields an order-of-magnitude ceiling on average irreversible dissipation perHubble patch of the form ⟨Pdiss⟩ ≲ κc5/G with κ = O(1) (e.g. κ ≃ 1/2 under a conservative Hubbletime bookkeeping choice). We stress that this “Planck-power” scale is a nontrivial consistency checkof the framework given horizon thermodynamics; it does not constitute an independent derivationof Einstein gravity because the input relations TH and SH already encode GR/QFT-in-curvedspacetime structure. We further show that ΓL > 0 generically requires an open-system (SchwingerKeldysh) description and motivates a radion-like bulk exhaust channel. The long-term stability ofeffective 4D laws is thus consistent with regulated, dissipative holographic processing rather thanlossless (superconducting) evolution.