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Normaliz is software for computations with rational cones and affine monoids. It pursues two main computational goals: finding the Hilbert basis, a minimal generating system of the monoid of lattice points of a cone; and counting elements degree-wise in a generating function, the Hilbert series. As a recent extension, Normaliz can handle unbounded polyhedra. The Hilbert basis computation can be considered as solving a linear diophantine system of inhomogeneous equations, inequalities and congruences. This package allows creating libnormaliz cone objects from within GAP, and gives access to it in the GAP environment. In this way GAP can be used as an interactive interface to libnormaliz.
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