Generalizing the holographic fishchain

We attempt to generalize the integrable Gromov–Sever models, the so-called fishchain models, which are dual to biscalar fishnets. We show that they can be derived in any dimension, at least for some integer deformation parameter of the fishnet lattice. In particular, we focus on the study of fishchain models in AdS \(_7\) that are dual to the six-dimensional fishnet models.