does any and all 4-D 5-D AdS spaces always have a 3-d or 4-D (d-1) CFT corresponding ?(adsbygoogle = window.adsbygoogle || []).push({});

or are there 4D and 5D AdS where there is NO corresponding CFT?

i.e is it possible to posit a 4D (5D) space that is AdS that has no 3D (4D) CFT ?

since our universe is 4D, should AdS in 4D be studied with 3D CFT corresponding ?

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# Do any and all 4D or 5D AdS satisfy AdS/CFT correspondence

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