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马善钧老师介绍
1982年复旦大学物理系“激光物理”专业本科毕业,获学士学位。1991年江西师范大学物理系“理论物理”专业硕士毕业,获硕士学位。同年留校任教至今。2001年中国科学院紫金山天文台“天体物理”专业博士毕业,获博士学位。2002年评为教授,现为“理论物理”专业和“光学”专业硕士研究生导师。
二、Email: shanjunma@126.com
三、研究方向:
1、量子力学表象理论
2、分析力学中的高阶运动方程
论文代表作:
序号
论文题目
期刊名称
作者排序
年、卷、期、页
中文核心期刊
CSCD核心期刊
SCI、EI收录
备注
1
Entangled state representation for four-wave mixing
Commun. Theor. Phys.
1
2008, 50 (2): 489
SCI收录
2
A kind of nonlinear coherent -entangled state and squeezing property
Mod. Phys. Lett. B
1
2008, 22 (17): 1641
SCI收录
3
Optical operator method studied via Fresnel operator decomposition and coherent state representation,
Commun. Theor. Phys.
1
2008, 49 (5): 1295
SCI收录
4
The creation-annihilation process of phase singularities of flat-topped beams in the focal plane
Optik
1
2008, 119(5): 218
SCI收录
5
Higher-order Lagrangian Equations of Higher-order Motive Mechanical System
Commun. Theor. Phys.
1
2008, 49 (2): 479
SCI收录
6
High-order Hamilton’s principle and the Hamilton’s principle of high-order Lagrangian function
Commun. Theor. Phys.
1
2008, 49 (2): 297
SCI收录
7
Three-order pseudo-Hamilton canonical equations
Chin. Phys.
1
2006, 15 (10): 2193
SCI收录
8
Noether symmetry of three-order Lagrangian equations
Commun. Theor. Phys.
1
2006, 46 (2): 309
SCI收录
9
Three-order form invariance and conserved quantity
Chin. Phys.
1
2006, 15 (8): 1672
SCI收录
10
Lie symmetry and the conserved quantity of three order Lagrangian equations for non-conserved mechanical system
Commun. Theor. Phys.
1
2006, 45 (2): 350
SCI收录
二、Email: shanjunma@126.com
三、研究方向:
1、量子力学表象理论
2、分析力学中的高阶运动方程
论文代表作:
序号
论文题目
期刊名称
作者排序
年、卷、期、页
中文核心期刊
CSCD核心期刊
SCI、EI收录
备注
1
Entangled state representation for four-wave mixing
Commun. Theor. Phys.
1
2008, 50 (2): 489
SCI收录
2
A kind of nonlinear coherent -entangled state and squeezing property
Mod. Phys. Lett. B
1
2008, 22 (17): 1641
SCI收录
3
Optical operator method studied via Fresnel operator decomposition and coherent state representation,
Commun. Theor. Phys.
1
2008, 49 (5): 1295
SCI收录
4
The creation-annihilation process of phase singularities of flat-topped beams in the focal plane
Optik
1
2008, 119(5): 218
SCI收录
5
Higher-order Lagrangian Equations of Higher-order Motive Mechanical System
Commun. Theor. Phys.
1
2008, 49 (2): 479
SCI收录
6
High-order Hamilton’s principle and the Hamilton’s principle of high-order Lagrangian function
Commun. Theor. Phys.
1
2008, 49 (2): 297
SCI收录
7
Three-order pseudo-Hamilton canonical equations
Chin. Phys.
1
2006, 15 (10): 2193
SCI收录
8
Noether symmetry of three-order Lagrangian equations
Commun. Theor. Phys.
1
2006, 46 (2): 309
SCI收录
9
Three-order form invariance and conserved quantity
Chin. Phys.
1
2006, 15 (8): 1672
SCI收录
10
Lie symmetry and the conserved quantity of three order Lagrangian equations for non-conserved mechanical system
Commun. Theor. Phys.
1
2006, 45 (2): 350
SCI收录
马善钧老师相关教学资源
- 江西师范大学教学资源
- 马善钧老师课程教学资源