29 Jun-3 Jul 2026 Paris (France)
Constraints on Higher Dimensional Inflation
Jules Cunat  1, @  , Ignatios Antoniadis  2, 3, @  , Luis Anchordoqui  4, 5, 6, @  
1 : Chulalongkorn University
2 : Laboratoire de Physique Théorique et Hautes Energies  (LPTHE)  -  Website
Sorbonne Université, Centre National de la Recherche Scientifique
Boîte 126, T13-14 4ème étage 4 place Jussieu 75252 Paris CEDEX 05 -  France
3 : Institute for Advanced Study [Princeton]  (IAS)  -  Website
1 Einstein Dr, Princeton, NJ 08540 -  United States
4 : Lehman College [CUNY]  -  Website
250 Bedford Park Boulevard WestBronx, NY 10468 -  United States
5 : City University of New York [New York]  (CUNY)  -  Website
217 East 42 St, New York, NY 10017 -  United States
6 : American Museum of Natural History [New York, USA] = Musée américain d'histoire naturelle [New York, USA]  (AMNH)  -  Website
Central Park West at 79th Street, New York, NY 10024-5192 -  United States

The possibility that our Universe contains a large extra dimension has recently received renewed attention through the dark dimension scenario, which arises from swampland considerations and predicts the existence of a micron-sized extra dimension. Such a framework has profound implications for early-Universe cosmology.

In this talk, I will discuss the constraints that a large extra dimension imposes on inflation. I will show that the requirement of avoiding excessive Kaluza–Klein gravitons production strongly limits the reheating temperature, while consistency with the Higuchi bound forces the inflationary Hubble scale to lie below the compactification scale, implying extremely low-scale inflation if the extra dimension is already stabilized. I will then present a higher-dimensional inflationary scenario in which the extra dimension dynamically evolves to its large size during inflation. Although this construction alleviates the Higuchi constraint, I will show that its parameter space is severely restricted by the Trans-Planckian Censorship Conjecture. I will conclude by discussing how a pre-inflationary phase may account for the remaining viable region of parameter space.



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