Suppose \(f(t,x)=Ax\) where \(A\) is a constant matrix. State the precise conditions on \(A\) under which \(z(t)\) is uniformly Liapunov stable in equation (2).
Question
Math 6410 • ODE
Fall 1997 • Question 4
Question
Fall 1997 • Question 4
Suppose \(f(t,x)=Ax\) where \(A\) is a constant matrix. State the precise conditions on \(A\) under which \(z(t)\) is uniformly Liapunov stable in equation (2).