Problems in homoclinic bifurcation with higher dimensions

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Publication:4209710

DOI10.1007/BF02580437zbMath0932.37032OpenAlexW419306603MaRDI QIDQ4209710

De-Ming Zhu

Publication date: 19 March 2000

Published in: Acta Mathematica Sinica (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf02580437




Related Items (26)

Twisted bifurcations and stability of homoclinic loop with higher dimensionsBifurcation of rough heteroclinic loop with orbit and inclination flipsCodimension 3 non-resonant bifurcations of rough heteroclinic loops with one orbit flipBifurcation of homoclinic orbits with saddle-center equilibriumThe twisting bifurcations of double homoclinic loops with resonant eigenvaluesHomoclinic bifurcation with nonhyperbolic equilibriaNon-resonance 3D homoclinic bifurcation with an inclination flipBifurcations of a homoclinic orbit to saddle-center in reversible systemsDegenerate orbit flip homoclinic bifurcations with higher dimensionsBifurcations of Heteroclinic Loop with Twisted ConditionsBifurcations of twisted homoclinic loops for degenerated casesExistence of periodic orbits and shift-invariant curve sequences near multiple homoclinicsWeak type heterodimensional cycle bifurcation with orbit-flipCodimension 2 bifurcation of twisted double homoclinic loopsBifurcations of rough heteroclinic loop with two saddle pointsBifurcations and stability of nondegenerated homoclinic loops for higher dimensional systemsBifurcations of heterodimensional cycles with one orbit flip and one inclination flipBifurcations of heterodimensional cycles with two saddle pointsHomoclinic bifurcation of orbit flip with resonant principal eigenvaluesBifurcations of twisted heteroclinic loop with resonant eigenvaluesCodimension 2 reversible heteroclinic bifurcations with inclination flipsDEGENERATE BIFURCATIONS OF HETERODIMENSIONAL CYCLES WITH ORBIT FLIPBifurcations of nontwisted heteroclinic loop.Bifurcations of fine 3-point-loop in higher dimensional spaceRegularization of Planar Piecewise Smooth Systems with a Heteroclinic LoopBifurcations of rough heteroclinic loops with three saddle points



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