Preprint explores a theory linking freeze-in dark matter abundance to geometric constraints, suggesting new insights into stability.
This preprint presents a minimal effective-field-theory realization of overlap-suppressed freeze-in dark matter. In the framework studied here, the same geometric overlap factor controls both freeze-in production and mediator decay, so relic-abundance targeting and cosmological lifetime requirements become correlated rather than independent. This produces a finite viable overlap window and a corresponding geometric separation band for localized internal wavefunctions. The analysis is fully analytic and uses standard decay-dominated freeze-in expressions together with conservative regime-consistency checks. The resulting stability-abundance mapping remains qualitatively stable under mediator-spin changes and profile variations up to order-one factors, with only logarithmic sensitivity in the inferred geometric separation.
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William T Partin (2026) studied this question.
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