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We investigate 3-dimensional complete minimal hypersurfaces in the hyperbolicspace $\mathbb{H}^{4}$ with Gauss-Kronecker curvature identically zero. Moreprecisely, we give a classification of complete minimal hypersurfaces withGauss-Kronecker curvature identically zero, nowhere vanishing secondfundamental form and scalar curvature bounded from below

Complete minimal hypersurfaces in with zero Gauss–Kronecker curvature