Research Article
Users’ Payment Intention considering Privacy Protection in Cloud Storage: An Evolutionary Game-Theoretic Approach
Table 6
Stability analysis of the equilibrium point.
| Scenarios | Range of values | Equilibrium point | | | State |
| Scenario 1 | | (0,0) | − | + | ESS point | | (0,1) | Uncertain | − | Saddle point | | (1,0) | Uncertain | − | Saddle point | | (1,1) | + | + | Unstable point |
| Scenario 2 | | (0,0) | Uncertain | −- | Saddle point | | (0,1) | −- | + | ESS point | | (1,0) | Uncertain | − | Saddle point | | (1,1) | + | + | Unstable point |
| Scenario 3 | | (0,0) | Uncertain | − | Saddle point | | (0,1) | Uncertain | − | Saddle point | | (1,0) | − | + | ESS point | | (1,1) | + | + | Unstable point |
| Scenario 4 | | (0,0) | + | + | Unstable point | | (0,1) | − | + | ESS point | | (1,0) | − | + | ESS point | | (1,1) | + | + | Unstable point | | | Uncertain | − | Saddle point |
| Scenario 5 | | (0,0) | + | + | Unstable point | | (0,1) | Uncertain | − | Saddle point | | (1,0) | Uncertain | − | Saddle point | | (1,1) | − | + | ESS point |
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