Question

If $\overline{u}=(-1, 1, 2), \overline v =(2, -1, 2)$ then find Euclidean inner product $\langle 2\overline u-3\overline v, 3\overline u+\overline v\rangle$

Answer 1

For a Given system $\dot{x}_1 = x_1^2+x_2-2, \dot{x}_2=x_1+x_2$ Explain clearly Input - Output linearization and Input state linearization.