1 page matching homogeneous functions in this book
Results 1-1 of 1
What people are saying - Write a review
We haven't found any reviews in the usual places.
appendix asymptotically stable relative attractor relative autonomous system bounded neighborhood characteristic roots Consider the system constant continuously differentiable Corollary Discuss the stability displacement dU/dy equilibrium is unstable equilibrium point example Figure I.3.a Figure II.2 Figure l.2.b following theorem form V(x function U(x globally asymptotically stable Hamiltonian homogeneous functions implies inf x-m J(sx)x ds KcA(M kinetic energy largest invariant set Let V(x Lyapunov function Lyapunov stability Lyapunov's Direct Method Matematicas Mathematics matrix MCRn Method of Lyapunov negative definite negative semi-definite neutral equilibrium Non-linear open set Ordinary Differential Equations Particle may oscillate pendulum periodic orbit phase plane positive definite positive semi-definite positive semi-orbit potential energy Problem Proof real numbers relative to G sense of Lyapunov Stability of Motion Stability Theory stable equilibrium stable focus stable set system x Theorem III.5 total energy turning points uniform attractor V(xQ w-limit set w(y+ x'Qx xg(x xoe G(M xQeG y+(xQ