基本解释：哈密顿形式论
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General procedure to formulate Hamiltonian theory of the completely integrable nonlinear equations and its application to the sine-Gordon equation;完全可积的非线性方程建立哈密顿理论的一般方法和对SG方程应用
IRC and Hamilton Theory Discussion of C_2H_3F to C_2H_2;从C_2H_3F到C_2H_2途径的IRC和哈密顿理论讨论
Study on the Magnetic Interactions and MSH Theory for Transition Metal Active Ions in New Materials;新型材料中过渡金属激活离子的磁相互作用及其微观自旋哈密顿理论研究
Hamilton-Jacobi theory哈密顿－雅可比理论
Theoretical Investigations of the Spin Hamiltonian Parameters for the Rare Earth Kramers Ions in Crystals;晶体中稀土Kramers离子自旋哈密顿参量的理论研究
Gravitational energy-momentum and the Hamiltonian formulation of the teleparallel gravity;平移引力规范理论中能量动量及其哈密顿表述
DECENTRALIZED PASSIVE CONTROL OF TURBO-GENERATORS BASED ON THE GENERALIZED HAMILTONIAN SYSTEM THEORY基于广义哈密顿系统理论的汽轮调速器分散无源控制
Theoretical Investigations of the Spin Hamiltonian Parameters for 3d～3 Ions in Crystals from Two-mechanism (Crystal-field and Charge-transfer) Model;晶体中3d～3离子自旋哈密顿参量双机制模型理论研究
Theoretical Studies of the Spin Hamiltonian Parameters for 3d～1/3d～9 Ions in Rhombic Crystals;3d～1/3d～9离子在斜方晶位中自旋哈密顿参量的理论研究
KAM-Type Theorem on Resonant Surface for Reversible and Hamiltonian Systems;可逆系统及哈密顿系统在共振超平面中的KAM-型理论
N-Factor-Criticality and Hamilton-Connectivity in Graph Theorey;图论中的N-因子-临界性与哈密尔顿连通性
Hamiltonian systems in Elasticity and Their Variational Principles弹性力学中的哈密顿系统及其变分原理
A Comprison Theorem for Time-Periodic Hamilton-Jacobi Equations时间周期哈密顿-雅克比方程的比较定理
Adaptive Damping Injection Control of Permanent Magnet Synchronous Motor Based on Hamiltonian System Theory基于哈密顿系统原理的PMSM自适应阻尼注入控制
Solving Optimum Design Problem about Time on Hamilton Principles基于哈密顿原理求解时间最优控制系统问题
Hamilton-Jacobi equation哈密顿－雅可比方程
Hamiltonicity of Transformation Graph G~(+--);变换图G~（+--）的哈密尔顿性
In the second chapter, we give a sufficient condition for a 4-connected graph to be Hamiltonian.在本文的第二部分，我们讨论了4-连通图的哈密尔顿性。
Further Quantitative Calculation and Discussion on the Re sults of the Stark Effect for Hydrogen Atom by Effective Hamiltonian The ory用有效哈密顿方法求解氢原子斯塔克效应的定量计算和讨论
