Derives model-independent lower bounds on Reeh-Schlieder state preparation cost from modular theory, explicit via Bisognano-Wichmann for wedges and Casini-Huerta-Myers for CFT regions.
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An Albert algebra description of the horizon yields a Volterra memory law on the Reissner-Nordstrom evaporation trajectory whose spectral overlap reconstructs the Page curve envelope without restoring standard AMPS tensor factorization.
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Modular Lower Bounds on Reeh-Schlieder State Preparation
Derives model-independent lower bounds on Reeh-Schlieder state preparation cost from modular theory, explicit via Bisognano-Wichmann for wedges and Casini-Huerta-Myers for CFT regions.
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Albertian Channel Memory in Black-Hole Evaporation
An Albert algebra description of the horizon yields a Volterra memory law on the Reissner-Nordstrom evaporation trajectory whose spectral overlap reconstructs the Page curve envelope without restoring standard AMPS tensor factorization.