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- W2514696854 abstract "Consider a three-dimensional system having an invariant surface. By using bifurcation techniques and analyzing the solutions of bifurcation equations, the authors study the spacial bifurcation phenomena of a k multiple closed orbit in the invariant surface.The sufficient conditions of the existence of many closed orbits bifurcate from the k multiple closed orbit are obtained." @default.
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- W2514696854 title "BIFURCATION OF PERIODIC ORBITS OF A THREE-DIMENSIONAL SYSTEM" @default.
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