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Connectivity has been extensively studied in ad hoc networks, most recently with the application of percolation theory in two-dimensional square lattices. Given a message source and the bond probability to connect neighbor vertexes on the lattice, percolation theory tries to determine the critical bond probability above which there exists an infinite connected giant component with high probability. This paper studies a related but different problem: what is the connectivity from the source todoi:10.1109/infcom.2013.6567091 dblp:conf/infocom/ZhangCP13 fatcat:wsu2tpfofngv3n4siq7zkfdhre