Solutions near simple periodic orbits of functional differential equations
Periodic solution with nondegenerate orbit for functional differential equations taking into account small perturbation
Hale, J. K.↗
Engineering topics
Hale, J. K.
Publications and source records attributed to Hale, J. K..
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.↗
Dynamical systems and stability.
Topologies introduced on state space for differential equations to obtain dynamical systems
Hale, J. K.↗
Forward and backward continuation for neutral functional differential equations
Basic theory of existence, uniqueness, and continuation for neutral functional differential equations
Hale, J. K.↗
Exponential estimates and the saddle point property for neutral functional differential equations
Exponential estimates and saddle point property for neutral functional differential equations
Cruz, M. A.↗
Functional differential equations
Functional class of differential-difference, retard differential, and difference equations
Hale, J. K.↗
Behavior near a periodic orbit of functional differential equations
Equilibrium points and periodic orbits, using qualitative theory of autonomous functional differential equations
Hale, J. K.↗
Extended dynamical systems and stability theory.
Extended dynamical systems in Banach space and use of invariance principle for stability theory of partial differential equations
PARTIAL DIFFERENTIAL EQUATION↗
Extended dynamical systems and stability theory
Extended dynamical system to describe operators in study of stability
OPERATOR↗
Periodic solutions of a class of hyperbolic equations containing a small parameter.
Periodic solutions of hyperbolic equations containing small parameter by extending Cesari method for differential equations
PERIODIC FUNCTION↗
Behavior near a periodic orbit of functional differential equations
Behavior near periodic orbit of functional differential equations
Hale, J. K.↗
Geometric theory of functional-differential equations.
Functional differential equations geometric theory, with rate of change of physical system mathematical model dependent on past history
Hale, J. K.↗
A Class of Functional Equations of Neutral Type
Class of functional integral equations in space of continuous functions
INTEGRAL EQUATION↗
A Class of Linear Functional Equations
Summary on autonomous linear functional equations
FUNCTIONAL INTEGRATION↗
Periodic solutions of a class of hyperbolic equations containing a small parameter
Periodic solutions of class of hyperbolic equations containing small parameter - linear and nonlinear wave equations
HYPERBOLIC EQUATION↗
Averaging methods for differential equations with retarded arguments and a small parameter.
Averaging method for differential equations with retarded arguments
PERTURBATION THEORY↗
Sufficient conditions for stability and instability of autonomous functional- Differential equations.
Liapunov function determining sufficient conditions for stability of autonomous functional differential equations with finite time lag
DIFFERENTIAL EQUATION↗