Residual excited-state abundance in the minimal dark-photon model
Determine the residual excited-state abundance of the Majorana state \(\chi_2\) across the parameter region favored by the endothermic LUX–ZEPLIN interpretation, including late-time \(\chi_1\leftrightarrow\chi_2\) conversion and subsequent \(\chi_2\) decay, in order to assess cosmological energy-injection and exothermic-scattering constraints on the minimal model.
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Moreover, we treat the present-day dominance of χ₁ as an assumption of the recoil analysis, leaving a detailed assessment of its consistency with the cosmological evolution of the two-state system for future work.
A complete assessment of the minimal model therefore requires a dedicated calculation of the residual excited-state abundance, including late-time $\chi_1\leftrightarrow\chi_2$ conversion and subsequent decay. We leave this calculation for future work, and thus do not regard the minimal model as fully excluded by the present analysis.
Nonetheless, precise quantitative statements require a dedicated analysis, which we leave for future work.