When I read about AdS/CFT correspondence, there always comes the most famous example of conjectured correspondence, which is the one between type IIB string theory (AdS side) and $\mathcal{N}=4$ supersymmetric Yang-Mills (CFT). I was wondering, if there were other correspondences that are being conjectured out there, but that maybe do not get so much "mainstream" attention?

As I understand it, the difficulty of finding the correspondences is that often one side can be treated perturbatively, while the other side not. In 2D CFT, I believe there are theories (correct me if I am wrong) that can be solved exactly. Was there any correspondence found there? I also heard about the AdS/CFT being a potential solution to the black hole information paradox. Is something specific conjectured here?

I am looking mostly for a list of the conjectured correspondences, if any, but any detail would be highly appreciated.

Thank you in advance.

**Edit:** following the comment below stating that there might be several hundreds such conjectures, let me restrict the question to the most notable AdS/CFT conjectures, with foreseeable applications in any field of physics, such as for example black holes, superconductors, condensed matter, phase transitions, etc.

This post imported from StackExchange Physics at 2019-07-25 14:14 (UTC), posted by SE-user Jxx