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We study the phenomenology resulting from backgrounds of the form AdS 5 × M δ , where M δ denotes a generic manifold of dimension δ ≥ 1, and AdS 5 is the slice of 5dimensional anti-de Sitter space which generates the hierarchy in the Randall-Sundrum (RS) model. The δ additional dimensions may be required when the RS model is embedded into a more fundamental theory. We analyze two classes of δ−dimensional manifolds: flat and curved geometries. In the first case, the additional flat dimensionsdoi:10.2172/808711 fatcat:tvfrtum76rdpphtxh6aiw4y3oa