学术论文 | Li Ma(一作) ,Shangjiang *. Global dynamics of a diffusive Lotka-Volterra competition model with stage-structure [J]. Journal of Dynamical and Differential Equations,2023, https://doi.org/ 10.1007/s 10884-023-10306-x. (数学 T2期刊，SCI). Li Ma(一作) ,De Tang*. A diffusive-advection predator-prey model with protection zone [J]. Journal of Differential Equations, 2023, 375: 304-347.(数学 T2期刊，SCI二区Top). Li Ma（一作通讯）,Huatao Wang(指导硕士生)，Jianping Gao.Dynamics of two-species Holling type-II predator-prey system with cross-diffusion[J]，Journal of Differential Equations,2023(365): 591-365. (数学 T2期刊，SCI二区Top). Li Ma(一作);Shangjiang Guo*; Positive solutions in the competitive Lotka-Volterra reaction- diffusion model with advection terms[J], Proceedings of the American Mathematical Society, 149 (7) (2021) 3013–3019.( 数学 T2 类期刊，SCI三区) Li Ma(一作)，De Tang*, Evolution of dispersal in advective homogeneous environments[J], Discrete Contin. Dyn. Syst. Ser. A , 40(10),(2020), 10.3934/dcds. 2020247 (T2期刊，SCI三区). Shangjiang Guo, Li Ma, Stability and bifurcation in a delayed reaction-diffusion equation with Dirichlet boundary condition[J]，Journal of Nonlinear Science, 26 (2016): 545-580 (数学 T2 期刊，SCI 二区). Li Ma( 一作 ), Shangjiang Guo*, Bifurcation and stability of a two-species reaction-diffusion- advection competition model[J]. Nonlinear Analysis: Real World Applications, 59 (2021) 103241. (高被引论文，T3期刊，SCI二区). Genjiao Zhou, Li Ma(通讯), Yin Wang, Population dynamics in a reaction-diffusion-advection predator-prey model with Beddington-Deangelis functional response[J]. Nonlinear Analysis: Real World Applications,(2024) 104059 (数学 T3期刊，SCI二区). Li Ma(一作)，Huatao Wang(指导硕士生), Dong Li*,Steady states of a diffusive Lotka-Volterra system with fear effects[J],Zeitschrift Für Angewandte Mathematik und Physik, 2023,106. (数学 T3期刊，SCI三区). Huatao Wang(指导硕士生), Yan Zhang, Li Ma, Bifurcation and stability of a diffusive predator–prey model with the fear effect and time delay[J],Chaos, 33(7),2023. (数学 T2期刊，SCI二区). Li Ma(一作) , Jianping Gao, Dong Li, Wenyan Lian D. Dynamics of a delayed Lotka–Volterra competition model with directed dispersal[J]. Nonlinear Analysis: Real World Applications, 2023, 71: 103830. (数学 T3期刊，SCI二区). Jianping Gao, Shangjiang Guo , Li Ma, Global existence and spatio-temporal pattern formation of a nutrient-microorganism model with nutrient-taxis in the sediment[J], Nonlinear Dynamics, 2022, 108(4): 4207-4229. (工程技术类 T1期刊，SCI二区). Li Ma(一作); Dan Wei*, Hopf bifurcation of a delayed reaction–diffusion model with advection term[J]. Nonlinear Analysis: Theory Method and Applications,212 (2021) 112455.( 数学 T3 类期刊，SCI二区Top) Li Ma(一作); Zhaosheng Feng*; Stability and Bifurcation in A Two-Species Reaction-Diffusion -Advection Competition Model with Time Delay[J].Nonlinear Analysis: Real World Applications, 61 (2021) 103327. (T3期刊，SCI二区). Li Ma(一作); Jianping Gao; Youquan Luo; Wenzhen Gan, Existence of the positive steady states of a reaction-diffusion-advection competition model[J]. Applied Mathematics Letters, 119 (2) (2021) 107205.（T3期刊，SCI一区Top). Li Ma(一作), shangjiang Guo*, Bifurcation and stability of a two-species diffusive Lotka-Volterra model[J], Comm. Pure Appl. Anal. 19.3 (2020): 1205-1232. (T3期刊，SCI三区) Li Ma(一作 通讯)*, Youquan Luo, Dynamics of positive steady-state solutions of a nonlocal dispersal logistic model with nonlocal terms[J], Discrete Contin. Dyn. Syst. Ser. B 25(7), (2020) : 2555-2582.(T3期刊，SCI三区) Li Ma(一作通讯)*, Xianhua Xie, Bifurcation analysis of coexistent state in a delayed two-species predator-prey model[J], Applicable Analysis, 99(7) (2020): 1295-1217.(SCI三区). Li Ma(一作), De Tang*, Existence and stability of stationary states of a reaction- diffusion- advection model for two competing species, International Journal of Bifurcation and Chaos[J], 30(5), (2020):2050065.(T3期刊，SCI二区) Li Ma(一作通讯)*, Youquan Luo and Shiyu Li, Bifurcation analysis of a two-species diffusive model[J], Applied Mathematics Letters, 96 (2019): 236-242（T3期刊，SCI一区Top). Li Ma(独作通讯 )*, Existence of the solutions of a reaction cross-diffusion model for two species[J], Applied Mathematics Letters, 79 (2018): 118-122（T3期刊，SCI一区Top). De Tang, Li Ma( 通讯 )*, Existence and uniqueness of a Lotka–Volterra reaction–diffusion model with advection term[J], Applied Mathematics Letters, 86(2018): 83-88(T3期刊，SCI一区Top). Li Ma(一作), Shangjiang Guo*, Ting Chen, Dynamics of a Nonlocal Dispersal Model with a Nonlocal Reaction Term[J], International Journal of Bifurcation and Chaos, 28(2018): 1850033(T3期刊，SCI二区). De Tang*, Li Ma, Dynamical behavior of a general reaction–diffusion–advection model for two competing species[J], Computers and Mathematics with Applications, 75(2018): 1128-1142(SCI二区Top). Li Ma(一作), Shangjiang Guo*, Stability and bifurcation in a diffusive Lotka-Volterra system with delay[J], Computers and Mathematics with Applications, 72(2016):147-177(SCI二区Top). Li Ma(一作), Fan Dashan and Wu Huoxiong*. Lp bounds for singular integrals with rough kernels on product domains[J]. Acta Mathematica Sinica, English Series, 2012, 28(1): 133-144.(数学类T1期刊，SCI一区) 马丽(一作通讯)，段班祥，姜建华，王华涛. 高职院校“大类招生、分类培养”面临的困难及应对措施,《西部素质教育》,2024, (7). 马丽等(一作), 一类积分算子的有界性质, 赣南师范学院学报, 2013, 23(06): 1-2. 谢显华;肖新元;许绍元;马丽, 带粗糙核的多重Marcinkiewicz积分算子的L~p有界性数学物理学报,2012, 16(05): 914-927. (中文重点核心) 马丽等(一作)，沿旋转曲面单参数Marcinkiewicz积分算子的L~p有界性，江西师范大学学报，2011,35(4): 362-365.(中文核心) 马丽等(一作)，一类特殊算子的有界性，赣南师范学院学报, 2010, 25(03): 1-2. Li Ma*(一作通讯), Wang Weihong. A note of a rough singular integral operator[J]. J Math Study, 2008, 41: 287-294.
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