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刘会
-
博士生导师
硕士生导师
- 性别：男
- 学历：博士研究生毕业
- 在职信息：在职
- 所在单位：数学与统计学院
- 入职时间： 2015-12-07
- 办公地点：西北楼313
- 电子邮箱：2200ed6db83543979a40c13b142ba138b2022e93166c7bbceaaa69d0841bba99bf19e3efecb35e2d788e4f448e3fbb16cc7340b1a96e3f3b6f3b1b84a019b562e06fe7b24cd8186767ed99e561f7fa9f5d46cd16099fef068a119239781598a8836e05901a644a239e61b57efb012179c6d88471624fda152f0ba7b1fb8cfd10
访问量：
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[1].
H. Duan, H. Liu, Y. Long, W. Wang
Generalized common index jump theorem with applications to closed characteristics on star-shaped hypersurfaces and beyond.
Journal of Functional Analysis.
286
(7).
110352.
2024.
-
[2].
D. Cristofaro-Gardiner, U. Hryniewicz, M. Hutchings and H. Liu
Contact three-manifolds with exactly two simple Reeb orbits.
Geometry & Topology.
27
(9).
3801–3831.
2023.
-
[3].
H. Liu, J.Wang and J.Yan
The growth of the number of periodic orbits for annulus homeomorphisms and non-contractible closed geodesics on Riemannian or Finsler RP2.
Journal of Differential Equations.
357.
362–387.
2023.
-
[4].
H. Liu and Y. Wang
Multiplicity of non-contractible closed geodesics on Finsler compact space forms.
Calculus of Variations and Partial Differential Equations.
61
(6).
1-18.
2022.
-
[5].
H. Liu, J. Wang and J. Yan
Refinements of Franks' theorem and applications in Reeb dynamics.
Journal of Differential Equations.
338.
372-387.
2022.
-
[6].
H. Duan, H. Liu and W. Ren
A dichotomy result for closed characteristics on compact star-shaped hypersurfaces in R^{2n}.
Mathematische Zeitschrift.
302
(2).
743-757.
2022.
-
[7].
H. Liu and L. Zhang
Multiplicity of closed Reeb orbits on dynamically convex RP^{2n−1} for n≥2.
Discrete Contin. Dyn. Syst..
42
(4).
1801-1816.
2022.
-
[8].
H. Duan and H. Liu
The Non-contractibility of Closed Geodesics on Finsler RPn.
Acta Math. Sin. (Engl. Ser.).
38
(1).
1-21.
2022.
-
[9].
H.Liu, C. Wang and D. Zhang
Elliptic and non-hyperbolic closed characteristics on compact convex P-cyclic symmetric hypersurfaces in R2n.
Calculus of Variations and Partial Differential Equations.
59
(1).
1-24.
2020.
-
[10].
H. Liu and H. Zhang
Multiple P-cyclic symmetric closed characteristics on compact convex P-cyclic symmetric hypersurfaces in R2n.
Frontiers of Mathematics in China.
15
(6).
1155–1173.
2020.
-
[11].
H. Liu
The optimal lower bound estimation of the number of closed geodesics on Finsler compact space form S2n+1/Γ.
Calculus of Variations and Partial Differential Equations.
58
(3).
1-21.
2019.
-
[12].
H. Liu, Y. Long and Y. Xiao
The existence of two non-contractible closed geodesics on every bumpy compact space form.
Discrete and Continuous Dynamical Systems.
38
(8).
3803-3829.
2018.
-
[13].
H. Duan, H. Liu, Y. Long and W. Wang
Non-hyperbolic closed characteristics on non-degenerate star-shaped hypersurfaces in R2n.
Acta Mathematica Sinica, English Series.
34
(1).
1-18.
2018.
-
[14].
H. Liu and G. Zhu
Non-hyperbolic P-invariant closed characteristics on partially symmetric compact convex hypersurfaces.
Advanced Nonlinear Studies.
18
(4).
763-774.
2018.
-
[15].
H. Liu and Y. Xiao
Resonance identity and multiplicity of non-contractible closed geodesics on Finsler RPn.
Advances in Mathematics.
318.
158-190.
2017.
-
[16].
H. Duan and H. Liu
Multiplicity and ellipticity of closed characteristics on compact star-shaped hypersurfaces in R2n.
Calculus of Variations and Partial Differential Equations.
56.
56:65.
2017.
-
[17].
H. Liu
The Fadell-Rabinowitz index and multiplicity of non-contractible closed geodesics on Finsler RPn.
Journal of Differential Equations.
262
(3).
2540-2553.
2017.
-
[18].
H. Liu and Y. Long
Irrationally elliptic closed characteristics on symmetric compact star-shaped hypersurfaces in R4.
Journal of Fixed Point Theory and Applications.
19
(1).
263-280.
2017.
-
[19].
H. Duan and H. Liu
Multiplicity of closed geodesics on Finsler spheres with irrationally elliptic closed geodesics.
Science China Mathematics.
59
(3).
531-538.
2016.
-
[20].
H. Liu and D. Zhang
Stable P-symmetric closed characteristics on partially symmetric compact convex hypersurfaces.
Discrete and Continuous Dynamical Systems.
36
(2).
877-893.
2016.
-
[21].
H. Liu and Y. Long
The existence of two closed characteristics on every compact star-shaped hypersurface in R4.
Acta Mathematica Sinica, English Series.
32.
40-53.
2016.
-
[22].
H. Duan and H. Liu
Closed geodesics on positively curved Finsler 3-spheres.
Advanced Nonlinear Studies.
16
(1).
159-171.
2016.
-
[23].
H. Liu and Y. Long
Resonance identities and stability of symmetric closed characteristics on symmetric compact star-shaped hypersurfaces.
Calculus of Variations and Partial Differential Equations.
54
(4).
3753-3787.
2015.
-
[24].
H. Duan and H. Liu
The irrational ratio of average indices of closed geodesics on positively curved Finsler spheres.
Nonlinear Analysis,TMA.
128.
36-47.
2015.
-
[25].
H. Liu and D. Zhang
On the number of P-invariant closed characteristics on partially symmetric compact convex hypersurfaces in R2n.
Science China Mathematics.
58
(8).
1771-1778.
2015.
-
[26].
H. Liu, Y. Long and W. Wang
Resonance identities for closed characteristics on compact star-shaped hypersurfaces in R2n.
Journal of Functional Analysis.
266
(9).
5598-5638.
2014.
-
[27].
H. Liu, Y. Long and W. Wang
Non-hyperbolic closed characteristics on symmetric compact convex hypersurfaces in R2n.
Advanced Nonlinear Studies.
14
(3).
531-546.
2014.
-
[28].
H.Liu, Y. Long, W. Wang and P. Zhang
Symmetric closed characteristics on symmetric compact convex hypersurfaces in R8.
Communications in Mathematics and Statistics.
2
(3-4).
393-411.
2014.
-
[29].
H. Liu
Multiple P-invariant closed characteristics on partially symmetric compact convex hypersurfaces in R2n.
Calculus of Variations and Partial Differential Equations.
49
(3-4).
1121-1147.
2014.
-
[30].
H. Liu and Y. Long
Resonance identity for symmetric closed characteristics on symmetric convex Hamiltonian energy hypersurfaces and its applications.
Journal of Differential Equations.
255
(9).
2952-2980.
2013.
-
[31].
H.Liu
Stability of symmetric closed characteristics on symmetric compact convex hypersurfaces in R2n under a pinching condition.
Acta Mathematica Sinica, English Series.
28
(5).
885-900.
2012.
-
[32].
H. Liu
Stability and the growth of the number of closed characteristics on compact convex hypersurfaces.
Advanced Nonlinear Studies.
11
(2).
311-321.
2011.
