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The dilaton as a candidate for dark matter

Rainer Dick

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Abstract

We examine consequences of the stabilization of the dilaton through the axion. An estimate of the resulting dilaton potential yields a relation between the axion parameter $m_a f_{PQ}$ and the average instanton radius, and predicts the ratio between the dilaton mass $m_ϕ$ and the axion mass $m_a$. If we identify the string axion with a Peccei--Quinn axion, then $m_ϕm_{Pl} \sim m_a f_{PQ}$, and the dilaton should be strongly aligned $\sqrt{}\leq 10^{-4}m_{Pl}$ at the QCD scale, in order not to overclose the universe.

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We examine consequences of the stabilization of the dilaton through the axion. An estimate of the resulting dilaton potential yields a relation between the axion parameter $m_a f_{PQ}$ and the average instanton radius, and predicts the ratio between the dilaton mass $m_ϕ$ and the axion mass $m_a$. If we identify the string axion with a Peccei--Quinn axion, then $m_ϕm_{Pl} \sim m_a f_{PQ}$, and the dilaton should be strongly aligned $\sqrt{}\leq 10^{-4}m_{Pl}$ at the QCD scale, in order not to overclose the universe.

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Available abstract

We examine consequences of the stabilization of the dilaton through the axion. An estimate of the resulting dilaton potential yields a relation between the axion parameter $m_a f_{PQ}$ and the average instanton radius, and predicts the ratio between the dilaton mass $m_ϕ$ and the axion mass $m_a$. If we identify the string axion with a Peccei--Quinn axion, then $m_ϕm_{Pl} \sim m_a f_{PQ}$, and the dilaton should be strongly aligned $\sqrt{}\leq 10^{-4}m_{Pl}$ at the QCD scale, in order not to overclose the universe.

Key concepts: Axion, Dilaton, Physics, Particle physics, Instanton, Dark matter, String (physics), Strong CP problem

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