Consider the graphs shown in Figure 1:
Figure 1: Two graphs representing two different set of network ties between the same people.
- Write down the adjacency matrix corresponding to each network:
Table 1: Two graphs representing two different set of network ties between the same people.
- Write down the matrix sum and the element-wise product of the adjacency matrices you filled out above:
Table 2: The sum and element-wise product of the adjacency matrices representing two different set of network ties between the same people.
Write the down the dyads that are connected via multiplex ties (dyads sharing more than one relationship at a time):
Write the down the dyads that are connected via uniplex ties (dyads sharing only one relationship at a time):
Consider the graphs shown in Figure 2:
- Fill out the four matrices below:
Table 3: Some Matrices Derived From a Directed Graph.
How many mutual dyads in the graph?
How many asymmetric dyads in the graph?
What is the graph reciprocity?
