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, m , and G is simply called path-positive if it is path- positive of any order.In [3], Bapat and Lal have characterized all graphs that are path-positive.The following corollary
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The proof technique used here is a natural extension of that used by Hoffman and Singleton [9] in their well-known result on diameter two Moore graphs (discussed in Section 3),
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This method can be carried out in three steps: first, we find the relationships between the coefficients of (1.5), the coefficients of its quadratically equivalent systems, and