Research Article
Subject Behavior of Collaborative Innovation in Civil-Military Integration: An Evolutionary Game Analysis
Table 3
Local stability analysis results of equilibrium points.
| Condition | (0, 0) | (0, 1) | (1, 0) | (1, 1) | (x0, y0) |
| TA − N > μApPAB, TB − N > μBqPAB | Det | + | + | + | + | − | Tra | + | − | − | + | 0 | ESS | No | Yes | Yes | No | Saddle point |
| TA − N > μApPAB, TB − N < μBqPAB | Det | + | + | − | − | | Tra | + | − | ? | ? | | ESS | No | Yes | Saddle point | Saddle point | |
| TA − N < μApPAB, TB − N > μBqPAB | Det | + | − | + | − | | Tra | + | ? | − | ? | | ESS | No | Saddle point | Yes | Saddle point | |
| TA − N < μApPAB, TB − N < μBqPAB | Det | + | − | − | + | | Tra | + | ? | ? | − | | ESS | No | Saddle point | Saddle point | Yes | |
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