Complexity

Research Article

Mechanism Analysis of Strategy Choice of Bankruptcy Reorganization Participants under Government Incentive Mechanism

Table 3

Analysis of the stability of the system when the government chooses not to give particular support.
Equilibrium pointEigenvaluesSymbolStability
(0, 1, 1, 1)B1 − C1 − M1, C4 − C2 − E1 + W1, C5 − G4 − H1 + W5, C7 − C6 + F1 + W3 + W8 − W9( +   +   −   + )×
(0, 1, 0, 1) − C1 − M1, C4 − C2 − E1, C5 − G4 − H1 + W5, C7 − C6 + W6 + W8 − W9( −   −   −   + )Unstable
(0, 1, 0, 0)B1 − C1 + L1, C4 − C2 − E1 + J1, C5 − G4 − H1 − R1 + R2 + W5, C7 − C6 + W6 + W8 − W9(\  −   +  \)Unstable
(0, 0, 0, 0)B1 − C1 + L1, C4 − C2 − E1 + J1, C5 − G4 − H1 + N1 − R1 + R2 + W5, C7 − C6 − W2 + W6 + W8 − W9(\  −   −   + )Unstable
(0, 0, 1, 1)B1 − C1 − M1 + S3, C4 − C2 − E1 + W1, C5 − G4 − H1 + W5, C7 − C6 − W2 + W3 + W8 − W9( +   +   −   − )×
(0, 0, 0, 1)S3 − M1 − C1, C4 − C2 − E1, C5 − G4 − H1 + W5, C7 − C6 − W2 + W6 + W8 − W9(\  −   −   + )Unstable
(0, 1, 1, 0)B1 − C1 + L1, C4 − C2 − E1 + J1 + W1, C5 − G4 − H1 − R1 + R2 + W5, C7 − C6 + F1 + W3 + W8 − W9(\  −   +   + )Unstable
(0, 0, 1, 0)B1 − C1 + L1, C4 − C2 − E1 + J1 + W1, C5 − G4 − H1 + N1 − R1 + R2 + W5, C7 − C6 − W2 + W3 + W8 − W9(\  −   −   − )ESS when (3) issatisfied
\ indicates that the sign of the eigenvalue cannot be uncertain; × represents an unstable point; ESS represents a stable point.