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Develops a model for ultraviolet completion in Causal Memory Gravity, connecting effective and fundamental theories.
This paper develops a minimal ultraviolet completion of the memory sector in Causal Memory Gravity (CMG) using the Effective Average Action and the Functional Renormalization Group. Starting from the localized auxiliary-field form of the nonlocal CMG memory term, the work derives beta functions for the running couplings and studies the fixed-point structure of the theory. The main result is that the memory mass ratio behaves as a UV-relevant direction, while the memory amplitude becomes UV-irrelevant in the minimal truncation. In this way, the paper places CMG into an asymptotic-safety-style renormalization framework while preserving its distinctive infrared memory signature. The work provides the UV bridge between the effective infrared CMG description and a more fundamental renormalization-group completion.
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Jovica Petrovski (2026) studied this question.
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