均衡点	特征值	ESS的条件
均衡点	$λ_{1}$ , $λ_{2}$ , $λ_{3}$	ESS的条件
$(0, 0, 0)$	$V - C_{1}$ , $C_{2} - C_{5}$ , $- [C_{3} - θ (1 - α) R_{1}]$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$
$(0, 0, 1)$	$F_{3} - J + C_{4} + V - C_{1}$ , $C_{2} - C_{5} - (1 - ε + θ) D$ , $C_{3} - θ (1 - α) R_{1}$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$
$(0, 1, 1)$	$F_{2} + F_{3} + F_{1} + C_{4} + V - C_{1}$ , $- [C_{2} - C_{5} - (1 - ε + θ) D]$ , $- [C_{3} - θ (1 - α) R_{1} - (1 - ε) (1 - α) R_{2}]$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$
$(1, 0, 0)$	$- (V - C_{1})$ , $C_{2} - C_{5} + F_{2}$ , $- [C_{3} - θ (1 - α) R_{1} + (1 - ε) F_{3}]$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$
$(1, 0, 1)$	$- (F_{3} - J + C_{4} + V - C_{1})$ , $F_{2} - (1 - ε + θ) D + (1 - α) J + C_{2} - C_{5}$ , $C_{3} - θ (1 - α) R_{1} - (1 - ε) (1 - α) R_{2}$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$
$(1, 1, 0)$	$- (V - C_{1})$ , $- (C_{2} - C_{5} + F_{2})$ , $- [C_{3} - θ (1 - α) R_{1} + (1 - ε) (F_{3} - (1 - α) R_{2})]$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$
$(0, 1, 0)$	$V - C_{1}$ , $- (C_{2} - C_{5})$ , $- [C_{3} - θ (1 - α) R_{1} - (1 - ε) (1 - α) R_{2}]$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$
$(1, 1, 1)$	$- F_{2} - F_{3} - F_{1} - C_{4} - V + C_{1}$ , $- F_{2} + (1 - ε + θ) D - (1 - α) J - C_{2} + C_{5}$ , $C_{3} - (1 - α) θ R_{1} + (1 - ε) (F_{3} - (1 - α) R_{2})$	$λ_{1} < 0, λ_{2} < 0, λ_{3} < 0$