摘要
利用力学原理、现在微分几何理论和高等微积分把Hamilton力学推广至Kahler流形上,建立Kahler流形上Hamilton力学,并得到Hamilton向量场、Hamilton方程等复的数学形式.
The mechanical principle, the theory of Modem geometry and advanced calculus, Hamiltonian mechanic was generalized to Kaehler manifolds, and the Hamiltonian Mechanic on Kaehler Manifolds was established. Then the complex mathematical aspect of Hamiltonian vector field and Hamilton＇s equations etc was obtained.
出处
《应用数学和力学》
CSCD
北大核心
2006年第3期316-324,共9页
Applied Mathematics and Mechanics
