Minimal submanifolds in \(\mathbb {H}^3\times \mathbb {E}^1\)

In this paper minimal invariant, minimal totally real and minimal CR-submanifolds in the 4-dimensional model space \(\mathbb {H}^3\times \mathbb {E}^1\) ${\mathbb{H}}^3\times {\mathbb{E}}^1$ equipped with standard globally conformal Kähler structures are studied.