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Suppose I have an abstract polytope defined by a poset. IsAre there any methods for determining whether the abstract polytope can be geometrically realizationrealized as convex-hull on its set of vertices?
Suppose I have an abstract polytope defined by a poset. Is there any methods for determining whether the abstract polytope can be geometrically realization as convex-hull on its set of vertices?
Suppose I have an abstract polytope defined by a poset. Are there any methods for determining whether the abstract polytope can be geometrically realized as convex-hull on its set of vertices?
Criteria for abstract polytopes to be convex polytope
Suppose I have an abstract polytope defined by a poset. Is there any methods for determining whether the abstract polytope can be geometrically realization as convex-hull on its set of vertices?
