Delay Differential Equations and Applications
Arino, O.
Delay Differential Equations and Applications [electronic resource] / edited by O. Arino, M.L. Hbid, E. Ait Dads. - XXVI, 570 p. online resource. - NATO Science Series, II. Mathematics, Physics and Chemistry, 205 1568-2609 ; . - NATO Science Series, II. Mathematics, Physics and Chemistry, 205 .
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.
ZDB-2-SMA
9781402036477
10.1007/1-4020-3647-7 doi
Mathematics.
Mathematics.
Mathematics, general.
QA1-939
510
Delay Differential Equations and Applications [electronic resource] / edited by O. Arino, M.L. Hbid, E. Ait Dads. - XXVI, 570 p. online resource. - NATO Science Series, II. Mathematics, Physics and Chemistry, 205 1568-2609 ; . - NATO Science Series, II. Mathematics, Physics and Chemistry, 205 .
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.
ZDB-2-SMA
9781402036477
10.1007/1-4020-3647-7 doi
Mathematics.
Mathematics.
Mathematics, general.
QA1-939
510