 We expect from each, Anne, Phil, and Frank, to come to the party. Suppose moreover we know that Party \(\wedge\) ((¬ Anne \(\wedge\) ¬ Phil) \(\vee\) ¬ Frank). In view of this fact not all three assertions hold. At best either the former two hold or the latter. If we try to validate as many conditional assertions as possible we will prefer the situation in which only the latter is violated. This happens in the Lexicographic Closure of \(\mathbf{K}\) which contains 