I have many linear equations as below(f,g,h,...,p, are linear of S,T,..,W):
y1=f(S[i,j],T[i,j],U[i,j],V[i,j],W[i,j]);
y2=g(S[i,j],T[i,j],U[i,j],V[i,j],W[i,j]);
y3=h(S[i,j],T[i,j],U[i,j],V[i,j],W[i,j]);
.
.
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yn=p(S[i,j],T[i,j],U[i,j],V[i,j],W[i,j]);
Where (i,j)=(0,0),...,(I,J)
How ask Maple to write them in Matrix form as below:
AX=0
Where X is: X=Transpose{S[0,0],S[0,1],S[0,J],...,S[1,0],S[1,1],...,S[1,J],...,S[I,0],S[I,1],...,S[I,J],
T[0,0],T[0,1],T[0,J],...,T[1,0],T[1,1],...,T[1,J],...,T[I,0],T[I,1],...,T[I,J],...,W[I,J]}