The result of the simulation can be seen in figure 3. In figure 3a, it is obvious that
the time consumed up to the balanced state is relatively fast (about 87 iterations), since
the changes in the dyadic relations (mutation in edge string) refer to the global balance
index. The result is also verified the social mitosis theory (Wang and Thorngate, 2003)
since there is one agent separated from the group in the balanced state, while the big
group consists of positive interpersonal relations totally.
1 separated from
group
(b)
Figure3
(a) the global balance index gets to the unity in balanced state.
(b) The change of dyadic interpersonal relations from initial state to the balanced state
Balanced Dyad
Imbalanced Dyad
More intriguing information
1. Gerontocracy in Motion? – European Cross-Country Evidence on the Labor Market Consequences of Population Ageing2. PROFITABILITY OF ALFALFA HAY STORAGE USING PROBABILITIES: AN EXTENSION APPROACH
3. Strategic monetary policy in a monetary union with non-atomistic wage setters
4. The name is absent
5. Effects of red light and loud noise on the rate at which monkeys sample the sensory environment
6. The name is absent
7. DIVERSITY OF RURAL PLACES - TEXAS
8. Credit Markets and the Propagation of Monetary Policy Shocks
9. The name is absent
10. The name is absent