Kokubu, Hiroshi - Department of Mathematics, Kyoto University

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Kokubu, Hiroshi - Department of Mathematics, Kyoto University

Rigorous verification of cocoon bifurcations in the Michelson system
A DATABASE SCHEMA FOR THE ANALYSIS OF GLOBAL DYNAMICS OF MULTIPARAMETER SYSTEMS
Existence of in nitely many connecting orbits in a singularly perturbed ordinary
RECENT DEVELOPMENT IN RIGOROUS COMPUTATIONAL METHODS
AN INDEX CHANGING BIFURCATION CREATING HETERODIMENSIONAL CYCLES
Rigorous verification of cocoon bifurcations in the Michelson system
Chaotic dynamics in Z2-equivariant unfoldings of codimension 3 singularities of vector elds
Multiple homoclinic bifurcations from I: Successive homoclinic doublings
Cocoon bifurcation in three-dimensional reversible vector fields
BANACH CENTER PUBLICATIONS, VOLUME ** INSTITUTE OF MATHEMATICS
Topological Horseshoes of Traveling Waves for a Fast-Slow Predator-Prey System
A degenerate singularity generating geometric Lorenz attractors
On transition matrices Hiroshi Kokubu
The Conley index for fast-slow systems II: Multi-dimensional slow variable
The cusp horseshoe and its bifurcations in the unfolding of an inclination-ip homoclinic orbit
Existence of singularly degenerate heteroclinic cycle in the Lorenz system and its dynamical
Linear grading function and further reduction of normal forms
Chaotic solutions in slowly varying perturbations of Hamiltonian systems with applications to
The Conley index for fast-slow systems I: One-dimensional slow variable
New aspects in the unfolding of the nilpotent singularity of codimension three
Existence of in nitely many homoclinic doubling bifurcations from some
Connecting orbit structure of monotone in the shadow system
Quantitative hyperbolicity estimates in one-dimensional dynamics