A tropical zeta function for convex domains is defined, shown to have a simple pole at s=2/3 with residue proportional to equiaffine perimeter, and connected to Witten SU(3) zeta for a limit-shape domain.
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Introduces a taxonomy of model, feedback, and prediction uncertainty in sequential decisions and demonstrates that accounting for uneven uncertainty across groups can reduce outcome variance for disadvantaged populations while preserving institutional objectives.
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Residues of a tropical zeta function for convex domains
A tropical zeta function for convex domains is defined, shown to have a simple pole at s=2/3 with residue proportional to equiaffine perimeter, and connected to Witten SU(3) zeta for a limit-shape domain.