We show that homoclinic trajectories of nonautonomous vector fields parametrized by a circle bifurcate from the stationary solution when the asymptotic stable bundles of the linearization at plus and minus infinity are "twisted" in different ways
In dit proefschrift bestuderen we homokliene bifurcaties zoals die kunnen optreden in families van d...
AbstractIn this paper we study homoclinic loops of vector fields in 3-dimensional space when the two...
AbstractThe stability and bifurcations of a homoclinic loop for planar vector fields are closely rel...
We show that homoclinic trajectories of nonautonomous vector fields parametrized by a circle bifurc...
We obtain sufficient conditions for bifurcation of homoclinic trajectories of nonautonomous Hamilton...
We show that nontrivial homoclinic trajectories of a family of dis- crete, nonautonomous, asymptotic...
An overview of homoclinic and heteroclinic bifurcation theory for autonomous vector fields is given....
Girod A, Hüls T. Nonautonomous systems with transversal homoclinic structures under discretization. ...
Melbourne [An example of a nonasymptotically stable attractor, Nonlinearity 4(3) (1991), pp. 835-844...
We prove the existence of an unbounded connected branch of nontrivial homoclinic trajectories of a f...
Bifurcation of homoclinic orbits of reversible SO(2)--invariant vector fields in R 4 in a vicinit...
We consider certain kinds of homoclinic bifurcations in three-dimensional vector fields. These globa...
This paper studies bifurcations from a homoclinic orbit to a degenerate fixed point. We consider rev...
We study the interaction of a transcritical (or saddle-node) bifurcation with a codimension-0/codime...
homoclimc orbit In 1969 Shilnikov described a bifurcation for families of ordinan ' differentia...
In dit proefschrift bestuderen we homokliene bifurcaties zoals die kunnen optreden in families van d...
AbstractIn this paper we study homoclinic loops of vector fields in 3-dimensional space when the two...
AbstractThe stability and bifurcations of a homoclinic loop for planar vector fields are closely rel...
We show that homoclinic trajectories of nonautonomous vector fields parametrized by a circle bifurc...
We obtain sufficient conditions for bifurcation of homoclinic trajectories of nonautonomous Hamilton...
We show that nontrivial homoclinic trajectories of a family of dis- crete, nonautonomous, asymptotic...
An overview of homoclinic and heteroclinic bifurcation theory for autonomous vector fields is given....
Girod A, Hüls T. Nonautonomous systems with transversal homoclinic structures under discretization. ...
Melbourne [An example of a nonasymptotically stable attractor, Nonlinearity 4(3) (1991), pp. 835-844...
We prove the existence of an unbounded connected branch of nontrivial homoclinic trajectories of a f...
Bifurcation of homoclinic orbits of reversible SO(2)--invariant vector fields in R 4 in a vicinit...
We consider certain kinds of homoclinic bifurcations in three-dimensional vector fields. These globa...
This paper studies bifurcations from a homoclinic orbit to a degenerate fixed point. We consider rev...
We study the interaction of a transcritical (or saddle-node) bifurcation with a codimension-0/codime...
homoclimc orbit In 1969 Shilnikov described a bifurcation for families of ordinan ' differentia...
In dit proefschrift bestuderen we homokliene bifurcaties zoals die kunnen optreden in families van d...
AbstractIn this paper we study homoclinic loops of vector fields in 3-dimensional space when the two...
AbstractThe stability and bifurcations of a homoclinic loop for planar vector fields are closely rel...
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