This work presents Finite-Relaxation Geometry (FRG), an interpretational cosmological framework in which spacetime geometry is characterized by a finite relaxation time and therefore retains long-lived memory of past curvature perturbations. Within this framework, phenomena conventionally attributed to dark matter emerge as manifestations of incomplete local relaxation of geometric memory, while dark energy corresponds to a homogeneous global relaxation mode of the same underlying geometry. FRG preserves the Einstein field equations without modification, introduces no new particles or fields, and offers a natural geometric origin for the cosmological arrow of time. We further present a consistent interpretation of black holes as maximal excitations of geometric memory and discuss a possible cosmological origin of spacetime through gravitational collapse. The framework is shown to be consistent with current cosmological observations while remaining falsifiable at macroscopic scales.
P. A. Zabrodin (Sun,) studied this question.
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