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- W1564622182 abstract "In this paper we consider global and local bifurcations in disturbed planar Hamiltonianvector fields which are invariant under a rotation over π. All calculation formulas of bifurcationcurves have been obtained. Various possible distributions and the existence of limit cycles andsingular cycles in different parameter regions have been determined. It is shown that for a planarcubic differential system there are infinitely many parameters in the three-parameter space suchthat Hilbert number H(3)≥11." @default.
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- W1564622182 date "1992-01-01" @default.
- W1564622182 modified "2023-09-23" @default.
- W1564622182 title "GLOBAL BIFURCATIONS IN A PERTURBED CUBIC SYSTEM WITH Z 2 -SYMMETRY" @default.
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