1.
Comparison of Hamiltonian at Critical Points of a System;
一个微分系统的奇点的Hamilton量比较方法
2.
Studies on Crack Tip Fields and Conservation Laws in Hamiltonian System;
Hamilton体系下裂纹端部场及守恒量研究
3.
The Quantal Symmetries of the Constrained Hamiltonian Systems and their Applications;
约束Hamilton系统的量子对称性及其应用
4.
BRST Quantization and It s Application to Constrained Hamiltonian Systems;
BRST量子化及其在约束Hamilton系统中的应用
5.
Hamiltonization and solution of differential equations by introducing supplementary variables;
微分方程借助辅助变量的Hamilton化与求解
6.
Generalized Hamiltonian structure of Birkhoffian systems and integral invariants;
Birkhoff系统的广义Hamilton结构与积分不变量
7.
The global phase portrait of some planar quintic Hamiltonian vector field;
一类平面五次Hamilton向量场的全局相图
8.
Quantal Noether identity for a Constrained Hamiltonian system
约束Hamilton系统量子理论中的Noether恒等式
9.
The Godunov Fluxes and a Relaxation-type Fast Sweeping Method for a Class of Hamilton-Jacobi Equations;
一类Hamilton-Jacobi方程的Godunov通量和松弛型快速扫描方法
10.
Integrable Couplings of the (2+1)-dimensional JM Hierarchy and Its Hamiltonian Structure as well as the Multi-component JM Hierarchy;
2+1维JM族的可积耦合、Hamilton结构及多分量JM族
11.
The Lie symmetry and Noether conserved quantity of discrete difference variational Hamilton system
离散差分变分Hamilton系统的Lie对称性与Noether守恒量
12.
Nonlinear Control for Power System with TCSC Based on Hamiltonian Energy Function
基于Hamilton能量函数含TCSC的电力系统非线性控制
13.
The Canonical Symmetries in Constrained Hamiltonian System and Their Application to the CS Theories;
约束Hamilton系统的正则对称性及其在任意子量子场论中的应用
14.
RELATIVISTIC VARIATION PRINCIPLES AND EQUATIONS OF MOTION FOR VARIABLE MASS CONTROLLABLE MECHANICAL SYSTEMS IN THE EVENT SPACE;
事件空间中可控变质量系统的相对论性Hamilton原理和运动方程
15.
Space Cone Pendulum Modeling and TRID Controlling Analysis of Suspended Mass System Based on Hamilton Principle
基于Hamilton原理的悬吊质量体系空间摆振建模与TRID系统控制分析
16.
Application of the Caley-Hamilton Theorem;
Cayley-Hamilton定理应用
17.
Hamiltonian property of the bi-cayley graphs
双Cayley图的Hamilton性
18.
Efficient Symplectic Methods for Hamiltonian ODEs and Multi-symplectic Methods for Hamiltonian PDEs;
Hamilton ODEs的高效辛算法和Hamilton PDEs的多辛算法