This allows one to make meaningful existential statements such as: if a property holds for all or most members of even one class c i , then it holds for some (reasonable number of) members of its parent class p. We use the following rules: 6 We apply these rules to address sparsity of generics tensors, making tensor factorization more robust.
given initial triples K, we use applicable rules to derive additional triples K , perform tensor factorization on K ∪ K , and then revisit the triples in K using their predicted label probabilities.