Name
Affiliation
Papers
HINKE M. OSINGA
Univ Auckland, Dept Math, Auckland 1142, New Zealand
26
Collaborators
Citations 
PageRank 
30
160
20.82
Referers 
Referees 
References 
263
140
114
Search Limit
100263
Title
Citations
PageRank
Year
A Surface Of Heteroclinic Connections Between Two Saddle Slow Manifolds In The Olsen Model00.342020
Computing the Stable Manifold of a Saddle Slow Manifold.00.342018
Cascades of Global Bifurcations and Chaos near a Homoclinic Flip Bifurcation: A Case Study.00.342018
Tangencies Between Global Invariant Manifolds and Slow Manifolds Near a Singular Hopf Bifurcation.00.342018
Saddle Invariant Objects and Their Global Manifolds in a Neighborhood of a Homoclinic Flip Bifurcation of Case B.00.342017
Finding First Foliation Tangencies in the Lorenz System.00.342017
Mixed-Mode Oscillations and Twin Canard Orbits in an Autocatalytic Chemical Reaction.00.342017
Forward-Time and Backward-Time Isochrons and Their Interactions10.352015
Interactions Of The Julia Set With Critical And (Un) Stable Sets In An Angle-Doubling Map On C\{0}00.342015
Interacting Global Invariant Sets in a Planar Map Model of Wild Chaos.40.532013
Global Invariant Manifolds Near Homoclinic Orbits to a Real Saddle: (Non)Orientability and Flip Bifurcation.00.342013
Continuation-based numerical detection of after-depolarization and spike-adding thresholds.10.392013
Mixed-Mode Oscillations with Multiple Time Scales432.642012
Continuation-based Computation of Global Isochrons91.012010
Arnol'd Tongues Arising from a Grazing-Sliding Bifurcation10.372009
The Geometry of Slow Manifolds near a Folded Node100.842008
Tangency Bifurcations of Global Poincaré Maps50.752008
Unfolding the Cusp-Cusp Bifurcation of Planar Endomorphisms00.342007
Computing Two-Dimensional Global Invariant Manifolds In Slow-Fast Systems40.522007
Bifurcations Of Stable Sets In Noninvertible Planar Maps60.712005
Two-dimensional invariant manifolds in four-dimensional dynamical systems00.342005
Computing One-Dimensional Global Manifolds of Poincaré Maps by Continuation.90.852005
A Survey Of Method'S For Computing (Un)Stable Manifold Of Vector Fields413.282005
Computing Geodesic Level Sets on Global (Un)stable Manifolds of Vector Fields131.842003
Nonorientable Manifolds In Three-Dimensional Vector Fields51.012003
Visualizing the structure of chaos in the Lorenz system82.022002