A = {{-2 (1 - a) - a, 0 X* C2 M: f* \" H$ n3 k# ~, o
0, -(1 - a) Derivative[1][c][r] - 0 ?- e) l7 P3 q: G, E5 S5 K6 h0 _$ r a Derivative[1][c][r], (1 - a) (-x - y) + 3 |- }0 \) t& L: S' P& T a (-x - y)}, {0, -2 (1 - a), -(1 - a) Derivative[1][c][9 N, ?& n7 n, T6 E
r], -a (-a b + t)}, {-(1 - a) Derivative[1][c][r] - $ G% R. c2 D( t9 H1 U' U' g3 A
a Derivative[1][c][r], -(1 - a) Derivative[1][c][ * n+ }: p$ T1 y9 S r], (1 - a) (-x (c^\[Prime]\[Prime])[r] - 4 k( A) p6 _+ `2 o- e$ d$ H
y (c^\[Prime]\[Prime])[r] - (p^\[Prime]\[Prime])[r]) + $ M. o" t' _) G1 Y8 t a ((-Q - y) (c^\[Prime]\[Prime])[r] - ) ^2 i& b" d7 Q9 Y! S; D' |7 X
n (p^\[Prime]\[Prime])[r]), -a Derivative[1][p][r]}, {A - c - ' Q3 f4 L6 M: _9 X/ y: h p r
n x - n y - n (x + y), A - a b - c - t - n x - n y - n (x + y), 0, + b% }$ M! e6 r4 S% b/ j8 o x (-x - y) + (-x - y) y}}; B = {0, (-1 + a - a n) K, 0, -x K}& R( H- K, x# Z6 m! G
LinearSolve[A, B],为何解不出来。。。。。每次都是显示一些递归深度之类的。。。。求解求解, d0 C+ Q' B% S7 e! e7 O! _
: G$ p2 K g+ k! d/ \& k. P$ L+ Z7 ]1 D0 ~) T3 C5 m, C* i5 I