2008
DOI: 10.1088/1475-7516/2008/04/017
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Perturbations in generalized multi-field inflation

Abstract: We study the linear perturbations of multi-field inflationary models governed by a Lagrangian which is a general function of the scalar fields and of a global kinetic term combining their spacetime gradients with an arbitrary field space metric. Our analysis includes k -inflation, Dirac-Born-Infeld inflation and its multi-field extensions which have been recently studied. For this general class of models, we calculate the action to second order in the linear perturbations. We decompose the perturbations into a… Show more

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Cited by 215 publications
(288 citation statements)
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“…They first appeared in the socalled K-inflation models [155,156], for other studies of kinetic-driven inflation, see [426][427][428][429] and for discussion of non-Gaussianity in these models, see [430][431][432][433][434][435][436][437][438][439][440][441][442]. Models with non-canonical kinetic structure have also been much studied for cosmic acceleration, where they go by the name K-essence .…”
Section: Kinetic Screeningmentioning
confidence: 99%
“…They first appeared in the socalled K-inflation models [155,156], for other studies of kinetic-driven inflation, see [426][427][428][429] and for discussion of non-Gaussianity in these models, see [430][431][432][433][434][435][436][437][438][439][440][441][442]. Models with non-canonical kinetic structure have also been much studied for cosmic acceleration, where they go by the name K-essence .…”
Section: Kinetic Screeningmentioning
confidence: 99%
“…Including these effects leads to multi-field models of DBI inflation, 43 whose phenomenology has been studied comprehensively in [724][725][726][727][728][729][730]. When one or more of the angular fields are light during inflation, their quantum fluctuations lead to entropy perturbations, which propagate with the same speed of sound c s as the adiabatic mode.…”
Section: Phenomenologymentioning
confidence: 99%
“…(20) has been used to relate the inflaton fluctuation to the overall curvature perturbation. In the pure curvaton limit (f 2 (σ) → ∞ and thus λ 1), the isocurvature contribution is too large and has long since been ruled out [35].…”
Section: B Isocurvature Modesmentioning
confidence: 99%