If an HPolyhedron has fewer inequalities than the dimension of the ambient space, it's generally unbounded. The only exception to this case is when a subset of the inequalities are mutually exclusive; then the HPolyhedron is empty, and hence, bounded.
If an HPolyhedron has fewer inequalities than the dimension of the ambient space, it's generally unbounded. The only exception to this case is when a subset of the inequalities are mutually exclusive; then the HPolyhedron is empty, and hence, bounded.
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