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Applied Network Science
Fig. 3 | Applied Network Science

Fig. 3

From: Dyads, triads, and tetrads: a multivariate simulation approach to uncovering network motifs in social graphs

Fig. 3

The 16 isomorphic triad classes, with M-A-N labeling. The first digit (M) represents the number of mutual ties, the second (A) represents the number of asymmetric ties, and the third (N) represents the number of null, or nonexistent ties between dyads. The optional letter represents the directions of asymmetric edges (“D” for down, “U” for up, “T” for transitive, and “C” for cyclic)

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