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- W2364145169 abstract "The phase orbits of a Hamiltonian system are on the equi-energy level surface which is determined by the regular value.The largescale periodic orbits of the system can represent the homology classes,which are generally nontrivial,on the equi-energy level surface and the topological properties of the equi-energy level surface are determined by that of the phase space and the largescale properties of Hamiltonian function.These properties were used for estimation of the rank of the first homology group of the equi-energy level surfaces about the motion of a rigid body under external force.The proof was improved by the theory of differential topology and algebra topology." @default.
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- W2364145169 date "2006-01-01" @default.
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- W2364145169 title "Estimation of Large-Scale Periodic Orbits in Hamiltonian System" @default.
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