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 September 21st, 2012, 12:34 PM #1 Newbie   Joined: Sep 2012 Posts: 2 Thanks: 0 Solve nonlinear system (=linear+linear systems) hey, I want to know, how we can solve this kinds of nonlinear system: $\begin{cases} f(t_1)=A.e^{i.t_1.(a_1.x+b_1.y+c1.z)}+B.e^{i.t_1.( a'_1.x+b'_1.y+c'_1.z)} \\ f(t_2)=A.e^{i.t_2.(a_2.x+b_2.y+c_2.z)}+B.e^{i.t_2. (a'_2.x+b'_2.y+c'_2.z)} \\ f(t_3)=A.e^{i.t_3.(a_3.x+b_3.y+c_3.z)}+B.e^{i.t_3. (a'_3.x+b'_3.y+c#39;_3.z)} \end{cases}$ we know the values of $f(t_j),a_j,a'_j,b_j,b'_j,c_j,c'_j,t_j, A and B (j=1,2,3)$ and we are looking for: t x,y and z
 September 21st, 2012, 12:38 PM #2 Newbie   Joined: Sep 2012 Posts: 2 Thanks: 0 Re: Solve nonlinear system (=linear+linear systems) Sorry we are looking for x, y and z It's not possible to modify the previous message

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