A = {{-2 (1 - a) - a, % ?' G: D9 R# N5 n
0, -(1 - a) Derivative[1][c][r] - 4 J2 D2 D7 n. s% S a Derivative[1][c][r], (1 - a) (-x - y) + * P4 ]; R9 a8 K
a (-x - y)}, {0, -2 (1 - a), -(1 - a) Derivative[1][c][ " N$ Z1 z- Q ^* ~; R# l r], -a (-a b + t)}, {-(1 - a) Derivative[1][c][r] - 2 \# l- X8 {6 ]+ D6 |6 } a Derivative[1][c][r], -(1 - a) Derivative[1][c][ : ?8 H J- j9 O: ^1 r( x+ N r], (1 - a) (-x (c^\[Prime]\[Prime])[r] - 1 @, V! q& c. ^7 _0 V7 L9 S: e y (c^\[Prime]\[Prime])[r] - (p^\[Prime]\[Prime])[r]) + 0 K' t: c a4 T" |7 t( U. U a ((-Q - y) (c^\[Prime]\[Prime])[r] - & L% U& W8 v c
n (p^\[Prime]\[Prime])[r]), -a Derivative[1][p][r]}, {A - c - / O: s$ C6 R0 L- _' ^% q7 Y
n x - n y - n (x + y), A - a b - c - t - n x - n y - n (x + y), 0,' E( @% ]; \$ H5 Y, [
x (-x - y) + (-x - y) y}}; B = {0, (-1 + a - a n) K, 0, -x K} ; ]0 `, W2 M H6 L( [6 @2 O, cLinearSolve[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 `+ v/ q+ { z) n( T" t! P a0 Z$ I0 o# C1 w3 e* n3 U
# U X) u2 ^. |9 o+ J" \