导师个人主页

个人主页访问地址:http://dsxxcx.zstu.edu.cn/master/670

研究成果

代表性科研论文：

63.Manjun Ma*, Chunhua Ou*, Bistable wave-speed for monotone semiflows with applications. Journal of Differential Equations, 323(2022)253–279.
62. Qiming Zhang, Yazhou Han, Wim T. van Horssen, and Manjun Ma*，Spreading speeds and monostable waves in a reaction-diffusion model with nonlinear competition,J. Math. Anal. Appl. 511(2022)126077

61.马满军*，岳缘希, Chunhua Ou*，具非局部扩散Lotka-Volterra系统的

双稳波速，中国科学: 数学, 2021 年第51 卷, 51(2021):1-16.

60. Manjun Ma*, Chunhua Ou*, The minimal wave speed of a general reaction diffusion equation with nonlinear advection, Zeitschrift für angewandte Mathematik und Physik ( Journal of Applied Mathematics and Physics), 72 (2021):163, 1-14.

59. Manjun Ma*,Peng Xia, Qifeng Zhang, and Matti Vuorinen, Global bifurcation and stability of steady states for a bacterial colony model with density-suppressed motility, Applied Mathematical Modelling, 88 (2020) 68–82.

58.Tingting Zhang, Dong Chen, Yazhou Han, and Manjun Ma*, Linear determinacy of the minimal wave speed of a model describing tissue degradation by bacteria, Applied Mathematics Letters 121 (2021) 107044.

57. Manjun Ma*, Qiming Zhang, Jiajun Yue, and Chunhua Ou, Bistable wave speed of the Lotka-Volterra Competition Model, Journal of Biological Dynamics,14(1)(2020) 608-620.

56.Yuanxi Yue, Yazhou Han, Jicheng Tao, and Manjun Ma*, The minimal wave speed to the Lotka-Volterra competition model, Journal of Mathematical Analysis and Applications, 488(2) (2020) 124106: 1-11.

55. Manjun Ma*, Dong Chen, Jiajun Yue, Yazhou Han, Selection mechanism of the minimal wave speed to the Lotka–Volterra competition model, Applied Mathematics Letters, 104 (2020) 106281: 1-7.

54. Manjun Ma, Rui Peng, and Zhian Wang, Stationary and non-stationary patterns of the density-suppressed motility model, Physica D, 402 （2020）132259:1-13.

53. Manjun Ma, Chunhua Ou, Linear and Nonlinear Speed Selection for Mono-stable Wave Propagations, SIAM Journal on Mathematical Analysis, 51(1) (2019) 321–345.

52. Manjun Ma*, Zhe Hang, Chunhua Ou, Speed of the Traveling Wave for the Bistable Lotka-Volterra Competition Model, Nonlinearity, 32 (2019) 3143–3162.
51. Manjun Ma*, Chunhua Ou, Existence, Uniqueness, Stability and Bifurcation of Periodic Patterns for a Seasonal Single Phytoplankton Model with Self-shading Effect, J. Differential Equations, 263(2017) 5630–5655.
50. Manjun Ma*,Jiajun Yue, Chunhua Ou, Propagation Direction of the Bistable Traveling Wavefront for Delayed Non-local Reaction Diffusion Equations, Proceedings of the Royal Society A, 474(2019): 20180898.
49. Manjun Ma*, Meiyan Gao, and R.~Carretero-Gonz{\'a} lez, Pattern formation for a two-dimensional reaction-diffusion model with chemotaxis, Journal of Mathematical Analysis and Applications, 475（2019）1883-1909.
48. Hui Li and Manjun Ma*, Global dynamics of a virus infection model with repulsive effect, Discrete and Continuous Dynamical Systems Series B, 24(9) 4783-4797, 2019
47. Manjun Ma*, ZianWang,Patterns in a generalized volume-filling chemotaxis model with cell proliferation, Analysis and Applications, 15(1) 83-106 (2017).
46. Manjun Ma, ChunhuaOu and Xiaoqiang Zhao, Persistence of Periodic Patterns for Perturbed Biological Oscillators, J. Differential Equations 247, 2597-2619 (2009).
45. Manjun Ma, ChunhuaOu, and Zhian Wang, Stationary Solutions of a Volume-Filling Chemotaxis Model with Logistic Growth and Their Stability, SIAM Journal on Applied Mathematics, 72(3) 740-766 (2012).
44. Manjun Ma*, Zian Wang, Global bifurcation and stability of steady states for a reaction-diffusion-chemotaxis model with volume-filling effect, Nonlinearity, (28) 2639-2660 (2015).
43. Manjun Ma*, Xiaoqing Zhao, Monostable waves and spreading speed for a reaction-diffusion model with seasonal succession, Discrete and Continuous Dynamical Systems - Series B, 21(1) 591-606 (2016).
42. ManjunMa*, Ricardo Carretero, P.G. Kevrekidis, D.J. Frantzeskakis, and B.A. Malomed, Controlling the transverse instability of dark solitons and nucleation of vortices by a potential barrier, Physical Review A (82) 023621 (2010).
41. Manjun Ma*, R. Navarro, and R. Carretero-González, Solitons riding on solitons and the quantum Newton's cradle, Physical Review E93, 022202 (2016).

40. Peng Xia, Yazhou Han, Jichneg Tao, Manjun Ma*, Existence and metastability of non-constant steady states in a Keller-Segel model with density-suppressed motility, Mathematics in Applied Sciences and Engineering, 1(1)(2020):1-15.

39. ManjunMa, Chunhua Ou, Asymptotic analysis of the perturbed Poisson Boltzmann equation on unbounded domains, Asymptotic Analysis (91) 125–146 (2015).
38. Manjun Ma*, Meiyan Gao, Yazhou Han, Changqing Tong, Chemotaxis-driven pattern formation for a reaction-diffusion-chemotaxis model with volume-filling effect, Computers and Mathematics with Applications,72(5) 1320-1340 (2016).
37. Manjun Ma*, Hui Li, Meiyan Gao, Jicheng Tao, Yazhou Han, Traveling wavefronts for a reaction-diffusion-chemotaxis model with volume-filling effect, Appl. Math. J. Chinese Univ., 32(1) 108-116 (2017).
36. Changqing Tong, Jiayun Lin, Manjun Ma* and Jicheng Tao, New conditions for pattern solutions of a Brusselator model, Appl. Math. J. Chinese Univ. 2019, 34(4): 460-467.
35. Yazhou Han, Zhongfang Li, Jicheng Tao, Manjun Ma*, Pattern formation for a volume-filling chemotaxis model with logistic growth, Journal of Mathematical Analysis and Applications, (448) 885-907 (2017).
34. Wenlong Wang, P.G. Kevrekidis, R. Carretero-Gonz´alez, D.J. Frantzeskakis, Tasso J. Kaper, and Ma Manjun, Stabilization of ring dark solitons in Bose-Einstein condensates, Physical Review A 003600 (2015).
33. Manjun Ma*, Chi Dang, and Zhe Huang, Analytical expressions for dark soliton solution of a Gross-Pitaevskii equation, Applied Mathematics and Computation, (273) 383-389 (2016).
32. Yazhou Han, Zhongfang Li, Shutao Zhang, Manjun Ma*, Wavefront invasion for a volume-filling chemotaxis model with logistic growth, Computers and Mathematics with Applications (71) 471-478 (2016).
31. Manjun Ma*, Jiajia Hu, Jicheng Tao, Changqing Tong, Non-existence of stationary pattern of a chemotaxis model with logistic growth, Nonlinear Analysis:Theory, Methods & Applications, (105) 3-9 (2014).
30. Manjun Ma*, Jiajia Hu, Bifurcation and Stability Analysis of Steady States to a Brusselator Model, Applied Mathematics and Computation, (236) 580-592 (2014).
29. Manjun Ma*, Jicheng Tao, Delin Wu, and Yazhou Han, Non-constant steady states for the Lengyel-Epstein system with the CIMA reaction, Applied Mathematics Letters (30) 19–23 (2014).
28. Manjun Ma*, Zhe Huang, Bright soliton solution of a Gross–Pitaevskii equation. Applied Mathematics Letters (26) 718-724 (2013).
27. Manjun Ma*, Jiajia Hu, Junjie Zhang, Jicheng Tao, A reaction-diffusion model with nonlinearity driven diffusion, Appl. Math. J. Chinese Univ. 28(3) 290-302 (2013).
26. Manjun Ma*, Jianchao Hu, Jicheng Tao, Yazhou Han, Food Chain Length of a Ecological Model with Prey-Taxis, Applied Mathematics and Computation, 219(8) 4013-4030 (2012).
25. Manjun Ma*, Daoming Yang, and Hengsheng Tang, Traveling fronts of the Volume-Filling Chemotaxis model with general kinetics, Applied Mathematics and Computation (216) 3162-3171 (2010).
24. Manjun Ma*, ZhiminGuo, Homoclinic orbits and Subharmonics for second order self-adjoint difference equations. Nonlinear Analysis, Theory, Methods & Applications (67) 1737-1745 (2007.
23. Manjun Ma*, Hengsheng Tang, Wei Luo, Periodic solutions for nonlinear second-order difference equations. Applied Mathematics and Computation 184(2) 685-694 (2007).
22. Manjun Ma*, Zhimin Guo, Homoclinic orbits for second order self-Adjoint difference equations. Journal of Mathematical Analysis and Applications (323) 513-521 (2006).
21. Manjun Ma*, Jianshe Yu, Existence of multiple positive periodic solutions for nonlinear functional difference equations. Journal of Mathematical Analysis and Applications 305(2) 483-490 (2005).
20. Manjun Ma, Dominant and recessive solutions for second order self-adjoint linear difference equations. Applied Mathematics Letters 18(2)179-185 (2005).
19. Manjun Ma*, Jianshe Yu, Global attractivity of x__n+1=(1-α)x__n+βe^-^γx_n-k, Computers & mathematics with applications,49(9/10) 1397-1402 (2005).
18. Hengsheng Tang, Wei Luo, Xu Li, Manjun Ma*, Nontrivial solutions of discrete elliptic boundary value problems, Computers & mathematics with applications 55(8)1854-186 (2008).
17. Hengsheng Tang, Zhenqiu Zhang, Zhicheng Wang, and Manjun Ma*, Periodic solutions for a system of the first order nonautonomous differential equations, Computers & Mathematics with Applications (60) 1948-1958 (2010).
16. Manjun Ma*, Hengsheng Tang, Zhicheng Wang, Existence of positive solutions and 1/c-global attractivity of a nonlinear delay difference equation with variable coefficients. Appl. Math. J. Chinese Univ. SerB. 16(3) (2001) 259-267.
15. Meiyan Gao, Ma Manjun*, Changqing Tong, Xu Li, Dynamical behaviors of the gas for given piston movements, Int. J. Modelling, Identification and Control, 2016, 25(1): 56-61.
14. Manjun Ma*, Jicheng Tao and Yazhou Han, Huadong Zeng, Permanence of a stage-structured predator-prey system with the Beddington-DeAngelis functional response, Int. J. Modelling, Identification and Control, 19(2) (2013) 134-141.
13. Manjun Ma*, Yazhou Han, Jicheng Tao and Delin Wu, A food chain model with prey-taxis and chemotaxis, Int. J. Modelling, Identification and Control, Vol. 19, No. 3, 2013: 235-247.
12. Manjun Ma*, Jicheng Tao, Yazhou Han and Huadong Zeng, a Stage-Structured redator-Prey Model with the Beddington-DeAngelis Functional Response, Proceedings of 2012 International Conference on Modelling,Identification and Control, ICMIC 2012, 2012, 311-315.
11. Manjun Ma*, Yazhou Han, Jicheng Tao and Delin Wu , Steady state of a food chain model with prey-taxis, Proceedings of 2012 International Conference on Modelling, Identification and Control, ICMIC 2012，328-335，2012.
10. Manjun Ma, Dong Li,Xu Li, Positive solutions of nonlinear functional difference equations. Ann. of Diff. Eqs,21(4) (2005)580-586.
9. 马满军，胡建超，杨道明，具非线性扩散一般反应系统的行波解存在性，数学物理学报，32(A)(1)113-125(2012).
8. 马满军，李东，一类非线性二阶差分方程的正解，数学理论与应用， 25(4)(2005):75-77.
7. 马满军，一类单种群增长模型正解的振动性，生物数学学报，15（3）2000：375-382.
6. 马满军，一类时滞微分方程平衡点的全局吸引性，经济数学，17（1）2000：74-78.
5. 马满军，一类非线性变系数差分方程正解的振动性，纯粹数学与应用数学，16（2）2000：92-98.
4. 马满军，唐衡生，欧春华，一类非自治非线性时滞差分方程正解的振动性，数学研究，33（3）2000：298-304.
3. 马满军，一类非线性变系数差分方程平衡点的全局吸引性，数学理论与应用，20（1）2000：45-49.
2. 马满军，一类非线性差分方程平衡点的全局吸引性，衡阳师范学院学报，20（6）1999：58-61.
1. 马满军，一类多滞量微分方程平衡点的全局吸引性，中南工学院学报，13（3）1999：39-43.