	Jacobian矩阵特征值
均衡点	$λ_{1}, λ_{2}, λ_{3}$	特征值符号	状态
$E_{1} (0, 0, 0)$	$S + U_{1} + B_{2} - C_{t} - L, C_{2} - C_{1}, G_{2} - G_{3} - Q$	(*, −, −)	条件①
$E_{2} (1, 0, 0)$	$C_{t} + L - S - U_{1} - B_{2}, S + C_{2} - C_{1}, G_{2} - G_{3} - Q - T$	(, , −)	条件②
$E_{3} (0, 1, 0)$	$U_{1} + B_{2} - C_{t} - L, C_{1} - C_{2}, G_{1} - G_{3}$	(*, +, +)	不稳定
$E_{4} (0, 0, 1)$	$S + U_{1} + B_{2} - C_{t}, R_{1} - R_{2} + W + C_{2} - C_{1}, G_{3} - G_{2} + Q$	(, , +)	不稳定
$E_{5} (1, 1, 0)$	$C_{t} + L - U_{1} - B_{2}, C_{1} - C_{2} - S, G_{1} - G_{3} - T$	(, , *)	条件③
$E_{6} (1, 0, 1)$	$C_{t} - S - U_{1} - B_{2}, R_{1} - R_{2} + W + S + C_{2} - C_{1}, G_{3} - G_{2} + Q + T$	(, , +)	不稳定
$E_{7} (0, 1, 1)$	$U_{1} + B_{2} - C_{t}, R_{2} - R_{1} - W + C_{1} - C_{2}, G_{3} - G_{1}$	(, , −)	条件④
$E_{8} (1, 1, 1)$	$C_{t} - U_{1} - B_{2}, R_{2} - R_{1} - W - S + C_{1} - C_{2}, G_{3} - G_{1} + T$	(, , *)	条件⑤