Jing-Li Fu - Concepedia

Author

Jing-Li Fu

Zhejiang Sci-Tech University ORCID

Also Known As

FU JING-LI, FU Jing-li, Fu Jing-Li, Fu Jing-li, Fu Jingli, Fu, Jing-Li, J Fu, J. Fu, J. Y. Fu, J.Y. Fu

145

Publications

1.2K

Citations

H-Index

Concepts

All Affiliations

Zhejiang Sci-Tech University Shanghai University Shangqiu Normal University Nanchang University Chinese Academy of Sciences

About

Jing-Li Fu is an author at Zhejiang Sci-Tech University specializing in physics, symmetry principles, and engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	6	6	134
2	Medicine	2	2	21
3	Natural Sciences	1	1	11
4	Mechanical Engineering	1	1	10
5	Mechanics	1	1	10

Jing-Li Fu

Publications

932

Citations

H-Index

Page 1

	Year	Citations
Non-Noether symmetries and conserved quantities of nonconservative dynamical systems Jing-Li Fu, Li‐Qun Chen Physics Letters A Lie Point SymmetryConserved QuantitiesDeterministic Dynamical SystemConservation Law	2003	70
Perturbation of symmetries of rotational relativistic Birkhoffian systems and its inverse problem Jing-Li Fu, Li‐Qun Chen Physics Letters A Spectral TheoryInverse ProblemSymmetry (Physics)Backlund TransformationIntegrable System	2004	46
Simultaneous Vector Variational Inequalities and Vector Implicit Complementarity Problem Jing-Li Fu Journal of Optimization Theory and Applications EngineeringVariational AnalysisComplementarity ProblemsFunctional AnalysisComplementarity Problem	1997	43
Noether symmetries of the nonconservative and nonholonomic systems on time scales Ping-ping Cai, Jing-Li Fu, Yong‐Xin Guo Science China Physics Mechanics and Astronomy Deterministic Dynamical SystemTime ScalesSymmetry (Physics)Nonholonomic SystemsNoether Symmetries	2013	43
Euler–Lagrange equation from nonlocal-in-time kinetic energy of nonconservative system Ziyan Li, Jing-Li Fu, Li‐Qun Chen Physics Letters A Euler–lagrange EquationKinetics (Physics)Lagrangian MethodChemical KineticsNon-equilibrium Process	2009	42
Noether symmetries of discrete nonholonomic dynamical systems Jing-Li Fu, Benyong Chen, Li‐Qun Chen Physics Letters A Lie Point SymmetryDiscrete Dynamical SystemNoether SymmetriesDiscrete Integrable System	2008	41
Symmetry theories of Hamiltonian systems with fractional derivatives Sha Zhou, Hao Fu, Jing-Li Fu Science China Physics Mechanics and Astronomy Hamiltonian TheoryFractional DynamicSymmetry TheoriesHamiltonian System	2011	39
Lie symmetries and conserved quantities of controllable nonholonomic dynamical systems Jing-Li Fu, Li‐Qun Chen, Bai Jing-Hua, Chinese Physics Hamiltonian TheoryDeterministic Dynamical SystemConserved QuantitiesDiscrete Dynamical SystemLie Symmetries	2003	34
Non-Noether symmetries and Lutzky conserved quantities for mechanico-electrical systems Jing-Li Fu, Li‐Qun Chen, Salvador Jiménez, Physics Letters A Lie Point SymmetrySymmetry (Physics)Non-noether SymmetriesConservation Law	2006	34
Form invariance, Noether symmetry and Lie symmetry of Hamiltonian systems in phase space Jing-Li Fu, Li‐Qun Chen Mechanics Research Communications Spectral TheoryHamiltonian TheoryForm InvarianceSymmetry (Physics)Lie Theory	2003	31

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