摘要
We investigate the problem of Lyapunov stability for nonautonomous ODEs for which the right-hand side is only Lebesgue-measurable with respect to time t, x' = f (t, x). We describe how to use the dual Lyapunov function in dual space and the Hamilton-Jacobi inequality to formulate sufficient conditions for the stability of the zero solution in primary and dual space.
- 出版日期2013-7