On amply regular locally GQ(5, 3)-graphs.

The article presents a research paper that discusses aspects of amply regular locally GQ (5, 3)-graphs. It discusses the angulation of the graph in which the degree of vertex is defined as the number of vertices in its neighborhood and regarded as the amply regular graph with parameters. It notes that a point can be called collinear if they lie in a common block and they are called a set of straight lines L if any blocks intersect in at most one point. It also discusses several terminologies, computations and lemmas in the graph's formula.