Figure 1

Construction of hazard response network based on type of interactions. (a–d) Distribution of degree strength for directed real network. A power law is necessarily a statistically plausible model of a network’s outer degree distribution with a strong constraint on alpha (i.e 2 \(\ll \) 3)⁶⁶, (e) The four distinct interaction types are represented in a component of the hazard response network and the color intensity of edges resembles the number of tweets involved in the direction of response the network graph created by using the Gephi tool³⁸, (f,g) The presence of global users in different combinations of the networks. The group of nodes makes a presence in the interconnection network of hazard that includes all interaction divisions explained with smooth edges in (i_f) and dash edges of maybe nodes as shown in (i_g) represents the presence of more than one interaction instead of all, (h) The existence of candid users in distinct network groups, i.e combination of local leaders network illustrated in (i_h).