Dissipative periodic processes
General theory of dissipative periodic systems for dynamic systems defined by differential equations
Billotti, J. E.↗
Engineering topics
La Salle, J. P.
Publications and source records attributed to La Salle, J. P..
Theory of a general class of dissipative processes
General theory of dissipative periodic processes for systems defined by partial, functional, or neutral differential equations
Hale, J. K.↗
Optimality and strong stability of control systems
Optimality and strong stability of control system
La Salle, J. P.↗
Theory of differential equations and their relationship to dynamical systems theory Progress report, Apr. 1 - Sep. 30, 1967
Differential equations and their relationships to dynamic systems and control theory, with bibliographies
La Salle, J. P.↗
Research in the general area of non-linear dynamical systems Final report, 8 Jun. 1965 - 8 Jun. 1967
Nonlinear dynamical systems research on systems stability, invariance principles, Liapunov functions, and Volterra and functional integral equations
Hermes, H.↗
An invariance principle in the theory of stability.
Liapunov theory of stability applied to dynamical systems defined by differential equations
La Salle, J. P.↗
An invariance principle in the theory of stability
Unified presentation of Liapunov stability theory and application to dynamic systems defined by partial differential equations
STABILITY↗
An invariance principle in the theory of stability
Invariance principle in Liapunovs stability theory
INVARIANCE↗
Asymptotic stability of sampled nonlinear systems with variable sampling periods -- A bionic application Discussion
Developing Vidals and Laurents criteria for asymptotic stability of nonlinear sampled system using Liapunov functions
NONLINEAR SYSTEM↗
A Report on Session 12 IFAC Congress, 1966 (engeneering Philosophy of Optimization in the Problemof Analytical Design of Optima Controllers)
Summaries and abstracts on theory, design, optimization, and stability problems of nonlinear control systems
La Salle, J. P.↗
Applications of Liapunov Stability Theory to Control Systems
Applications of Liapunov stability theory to control systems
NONLINEAR FEEDBACK↗