and reductions of type IIA supergravity
Mirjam Cvetič, H. Lü, C.N. Pope, A. Sadrzadeh, T.A. Tran
Abstract
Mirjam Cvetič, H. Lü, C.N. Pope, A. Sadrzadeh, T.A. Tran
Abstract
We construct a consistent reduction of type IIA supergravity on S3, leading to a maximal gauged supergravity in seven dimensions with the full set of massless SO(4) Yang–Mills fields. We do this by starting with the known S4 reduction of eleven-dimensional supergravity, and showing that it is possible to take a singular limit of the resulting standard SO(5)-gauged maximal supergravity in seven dimensions, whose eleven-dimensional interpretation involves taking a limit where the internal 4-sphere degenerates to R×S3. This allows us to reinterpret the limiting SO(4)-gauged theory in seven dimensions as the S3 reduction of type IIA supergravity. We also obtain the consistent S4 reduction of type IIA supergravity, which gives an SO(5)-gauged maximal supergravity in D=6.
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We construct a consistent reduction of type IIA supergravity on S3, leading to a maximal gauged supergravity in seven dimensions with the full set of massless SO(4) Yang–Mills fields. We do this by starting with the known S4 reduction of eleven-dimensional supergravity, and showing that it is possible to take a singular limit of the resulting standard SO(5)-gauged maximal supergravity in seven dimensions, whose eleven-dimensional interpretation involves taking a limit where the internal 4-sphere degenerates to R×S3. This allows us to reinterpret the limiting SO(4)-gauged theory in seven dimensions as the S3 reduction of type IIA supergravity. We also obtain the consistent S4 reduction of type IIA supergravity, which gives an SO(5)-gauged maximal supergravity in D=6.
Key concepts: Supergravity, Gauged supergravity, Higher-dimensional supergravity, Physics, Dimensional reduction, Massless particle, Limit (mathematics), Mathematical physics