Abstract

The radial mode of n extra compact dimensions (the radion, b) can cause inflation in theories where the fundamental gravity scale, M, is smaller than the Planck scale MP. For radion potentials V(b) with a simple polynomial form, to get the observed density perturbations, the energy scale of V(b) must greatly exceed M∼1 TeV: V(b)1/4≡MV∼10−4MP. This gives a large radion mass and reheat temperature ∼109 GeV, thus avoiding the moduli problem. Such a value of MV can be consistent with the classical treatment if the new dimensions started sufficiently small. A new possibility is that b approaches its stable value from above during inflation. The same conclusions about MV may hold even if inflation is driven by matter fields rather than by the radion.

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