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Why is the largest element in the partial order relation of discrete mathematics not in it?
B is an arbitrary subset of A, which is only used to construct these concepts. The real question is the maximal element and maximal element of A, the maximal element is that all elements except him are smaller than him, and the maximal element is that there is no element bigger than him. No element in A is greater than or equal to all elements, so A has no largest element.