  We propose bulk 3D N=4 rank-0 superconformal field theories, which are
related to 2D N=1 supersymmetric minimal models, SM(2, ...) and SM(3, ...), via
recently discovered non-unitary bulk-boundary correspondence. The
correspondence relates a 3D N=4 rank-0 superconformal field theory to 2D chiral
rational conformal field theories. A topologically twisted theory of the rank-0
SCFT supports the rational chiral algebra at the boundary upon a proper choice
of boundary condition. We test the proposal by checking several non-trivial
dictionaries of the correspondence.
