Giessener Elektronische Bibliothek

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81. Walther, Hans-Otto (1992) Unstable manifolds of periodic orbits of a differential delay equation Oscillation and dynamics in delay equations, J. R. Graef ... eds., Providence: A.M.S. 1992, S. 177-240 (Contemporary mathematics ; 129) Aufsatz
 
82. Walther, Hans-Otto (1991) A differential delay equation with a planar attractor Proc. of the International Conference on Differential Equations, Marrakesh 1991, Université Cadi Ayyad Aufsatz
 
83. Walther, Hans-Otto (1991) An invariant manifold of slowly oscillating solutions for xpunkt(t) = - müx(t) + f(x(t-1)) Journal für die reine und angewandte Mathematik, 414, 1991, S. 67-112 Aufsatz
 
84. Walther, Hans-Otto (1991) Asymptotic stability for some functional differential equations Proc. Royal Society Edinburgh, Sect. A, 74, 1974/75, S. 253-255 Aufsatz
 
85. Walther, Hans-Otto (1991) On floquet multipliers of periodic solutions of delay equations with monotone nonlinearities Proc. of the International symposium on functional differential equations, Kyoto, Japan, 30 Aug-2 Sept 1990, Ed.: T. Yoshizawa ... Singapore: World Scientific 1991, S. 349-356 Aufsatz
 
86. Walther, Hans-Otto (1990) Bifurcation from a saddle connection in functional differential equations : An approach with inclination lemmas Dissertationes Mathematicae, 291, 1990 Aufsatz
 
87. Walther, Hans-Otto (1989) Homoclinic and periodic solutions of scalar differential delay equations Dynamical systems and ergodic theory, Warsaw: PWN 1989, S. 243-263 (Banach Center Publ. ; vol. 23) Aufsatz
 
88. Walther, Hans-Otto (1989) Hyperbolic periodic solutions, heteroclinic connections and transversal homoclinic points in autonomous differential delay equations Memoirs of the A.M.S., 79, 1989, 402 Aufsatz
 
89. Mortini, Raymond (1988) The Chang-Marshall algebras Mitteilungen aus dem Mathematischen Seminar Giessen 185 (1988) Buch (Monographie)
 
90. Walther, Hans-Otto (1987) Bifurcation from homoclinic to periodic solutions by an inclination lemma with pointwise estimate Dynamics of infinite dimensional systems, S. N. Chow ... eds., New York Springer 1987, S. 458-470 Aufsatz
 
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