how do you test for vertices which variables test the likelihood that the majority of vertices belong to one giant component how is the majority of vertices in a network different? how to test the hypothesis of a network which hypothesis should test whether the majority of vertices belong to a giant how to test whether the majority of vertices belong to one giant component which hypothesis test for a giant component in a network? which of the following variables is independent of a giant vertice? what is the test to test that a vast majority of vertices in a network belong to one giant component? how to test p-value for vertices what is the purpose of a z-test? how to test if the majority of vertices belong to a giant component? how to test whether the majority of vertices belong to one giant component in a network which variable is a factor that determines whether the majority of the network vertices belong to a giant component which of the following variables will help to test the hypothesis for a network? what is the hypothesis of the majority of vertices of a network which variables is the greatest component of a network? how does one giant component show up which of the following is a statistical measure that consists of the majority of vertices when to test whether all vertice belong to the same giant component?