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	题名	作者	年代	出处	被引量
1	Reproduction numbers and sub-threshold endemic equilibria for compartmental models of disease transmission显示文摘	P. van den Driessche James Watmough	2002	Mathematical Biosciences2002，，1：	6
2	Global analysis of an epidemic model with nonmonotone incidence rate显示文摘	Dongmei Xiao Shigui Ruan	2007	Mathematical Biosciences2007，，2：	3
3	Global dynamics of a SEIR model with varying total population size显示文摘	Michael Y. Li John R. Graef Liancheng Wang János Karsai	1999	Mathematical Biosciences1999，，2：	3
4	Destabilizing effect of cannibalism on a structured predator–prey system显示文摘	Kjartan G. Magnússon	1999	Mathematical Biosciences1999，，1：	2
5	Modeling and analysis of a predator–prey model with disease in the prey显示文摘	Yanni Xiao Lansun Chen	2001	Mathematical Biosciences2001，，：	2
6	Global stability for the SEIR model in epidemiology显示文摘	Michael Y. Li James S. Muldowney	1995	Mathematical Biosciences1995，，2：	2
7	Effects of prey refuges on a predator-prey model with a class of functional responses:the role of refuges显示文摘	MA Zhi-hui LI Wen-long ZHAO YU	2009	Mathematical Biosciences2009，218，2：	1
8	A Better Way to Construct the Sunflower Head显示文摘	Vogel H	1979	Mathematical Biosciences1979，44，34：	1
9	Influence of Delayed Virus Production on Viral Dynamics in HIV-1 Infected Patients显示文摘	MITTLER J E SULZER B	1998	Mathematical Biosciences(S0025-5564)1998，152，：	1
10	Optimal control of epidemics显示文摘	Gupta N K Rink R E	1973	Mathematical Biosciences1973，18，：	1
11	Model of plasmid-bearing, plasmid-free competition in the Chemostat with nutrient recycling and an inhibitor显示文摘	Lu Z Q Hadeler K P	1998	Mathematical Biosciences1998，148，：	1
12	Population dynamics models generating the lognormal species abundance distribution显示文摘	ENGEN S LANDE R	1996	Mathematical Biosciences1996，132，：	1
13	Optimal harvesting policy for single population with periodic coefficieuts显示文摘	Fan M Wang K	1998	Mathematical Biosciences1998，152，2：	1
14	Biocontrol in an impulsive predator - prey model 显示文摘	Terry A J	2014	Mathematical Biosciences2014，256，：	1
15	The basic reproduction number and the probability of extinction for a dynamic epidemic model显示文摘	Neal P	2012	Mathematical Biosciences2012，236，1：	1
16	Stability properties of pulse vaccination strategy in SEIR epidemic model显示文摘	D'Onofrio Alberto	2002	Mathematical Biosciences2002，179，1：	1
17	On the stability of anthropomorphic system显示文摘	VUKOBRATOVIC M STEPANENKO J	1972	Mathematical Biosciences1972，15，：	1
18	Comparison of deterministic and stochastic SIS and SIR models in discrete time显示文摘	ALLEN L J S BURGIN A M	2000	Mathematical Biosciences2000，163，：	1
19	Non-linear, non- invasive method for seizure anticipation in focal epilepsy 显示文摘	Li Dingzhou Zhou Weiping Drury I	2003	Mathematical Biosciences2003，186，1：	1
20	A Time-delay Model of Single-species Growth with Structure显示文摘	Aiello W G Freedman H I	1990	Mathematical Biosciences1990，101，3：	1

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