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Fig. 10 Compound sequence networks.

Fig. 8 Positive and negative sequence networks.

The simplified positive and negative sequence networks are illustrated in Fig. 9. Fig. 9 Simplified sequence networks.

Based on sequence networks and boundary conditions, equations can be derived to obtain the fault location.

It is founded on the online estimation of the fault distance during the faults, through the roots of a non-linear algebraic equation developed in the sequence networks.

We run a laboratory experiment where, in sequence, networks are generated endogenously within an anonymous group and subjects play a trust game.

a Simplified positive sequence network, b Simplified negative sequence network.

a Compound sequence network, b Simplified compound sequence network.

a Positive sequence network, b Negative sequence network.

The positive sequence network and negative sequence network are illustrated in Fig. 8(a) and (b), respectively.

The mathematical formulation is based on state sequence network (SSN) representation.