Solution
= Solution
The Jacobian at the origin is $-I$, whose two <eigenvalues> are $-1$. The linearization theorem for a <hyperbolic equilibrium> therefore implies that the origin is asymptotically stable.
= Solution
The Jacobian at the origin is $-I$, whose two <eigenvalues> are $-1$. The linearization theorem for a <hyperbolic equilibrium> therefore implies that the origin is asymptotically stable.