Delay Differential Equations and Applications

• Corporate Author: SpringerLink (Online service)
• Other Authors: Arino, O. (Editor), Hbid, M.L (Editor), Dads, E. Ait (Editor)
• Format: Electronic eBook
• Language: English
• Published: Dordrecht : Springer Netherlands, 2006.
• Series: NATO Science Series, II. Mathematics, Physics and Chemistry, 205
• Subjects: Mathematics.; Mathematics, general.

Table of Contents:

• HISTORY OF DELAY EQUATIONS
• HISTORY OF DELAY EQUATIONS
• GENERAL RESULTS AND LINEAR THEORY OF DELAY EQUATIONS IN FINITE DIMENSIONAL SPACES
• SOME GENERAL RESULTS AND REMARKS ON DELAY DIFFERENTIAL EQUATIONS
• LINEAR AUTONOMOUS FUNCTIONAL DIFFERENTIAL EQUATIONS
• HOPF BIFURCATION, CENTRE MANIFOLDS AND NORMAL FORMS FOR DELAY DIFFERENTIAL EQUATIONS
• VARIATION OF CONSTANT FORMULA FOR DELAY DIFFERENTIAL EQUATIONS
• TO HOPF BIFURCATION THEORY FOR DELAY DIFFERENTIAL EQUATIONS
• AN ALGORITHMIC SCHEME FOR APPROXIMATING CENTER MANIFOLDS AND NORMAL FORMS FOR FUNCTIONAL DIFFERENTIAL EQUATIONS
• NORMAL FORMS AND BIFURCATIONS FOR DELAY DIFFERENTIAL EQUATIONS
• FUNCTIONAL DIFFERENTIAL EQUATIONS IN INFINITE DIMENSIONAL SPACES
• A THEORY OF LINEAR DELAY DIFFERENTIAL EQUATIONS IN INFINITE DIMENSIONAL SPACES
• THE BASIC THEORY OF ABSTRACT SEMILINEAR FUNCTIONAL DIFFERENTIAL EQUATIONS WITH NONDENSE DOMAIN
• MORE ON DELAY DIFFERENTIAL EQUATIONS AND APPLICATIONS
• DYNAMICS OF DELAY DIFFERENTIAL EQUATIONS
• DELAY DIFFERENTIAL EQUATIONS IN SINGLE SPECIES DYNAMICS
• WELL-POSEDNESS, REGULARITY AND ASYMPTOTIC BEHAVIOUR OF RETARDED DIFFERENTIAL EQUATIONS BY EXTRAPOLATION THEORY
• TIME DELAYS IN EPIDEMIC MODELS.