Alexandru999
- 3
- 0
To be able to build a control $$
y_{1}{}'=y_1{}+y_{2}
$$
$$y_{2}{}'=y_2{}+u $$
$$u \epsilon L^{2} (0,1)$$
for the care of the appropriate system solution $$y_{1}(0)=y_{2}(0)=0$$
satisfy $$y_{1}(1)=1 ,y_{2}(1)=0$$
Please kindly if you can help me
Discipline is Optimal ControlHELP! i need to find control u
I am not cost functional, how to solve?
y_{1}{}'=y_1{}+y_{2}
$$
$$y_{2}{}'=y_2{}+u $$
$$u \epsilon L^{2} (0,1)$$
for the care of the appropriate system solution $$y_{1}(0)=y_{2}(0)=0$$
satisfy $$y_{1}(1)=1 ,y_{2}(1)=0$$
Please kindly if you can help me
Discipline is Optimal ControlHELP! i need to find control u
I am not cost functional, how to solve?