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	题名	作者	年代	出处	被引量
1	A generalization of the Krmack-Mckendrick determinisitic epidemic model显示文摘	CAPASSO V SERIO G	1978	Math Bio Sci1978，，42：	1
2	Models for diseases with vertical transmission and nonlinear population dynamics显示文摘	Brauer F	1995	Math Bios1995，128，：	1
3	Mathematical analysis of the global dynamics of CD/ a model for HIV infection of CD/ T cell显示文摘	Wang L Li M Y	2006	Math Bio sci2006，200，：	1
4	Global stability for the SEIR model in epidemiology显示文摘	LI M Y MULDOWNEY J S	1995	Math Bio Sci1995，125，2：	1
5	Multiple limit cycles in the chemostat with variable yield 显示文摘	PILYUGIN S S WALTMAN P	2003	Math Bio$ci2003，182，2：	1
6	A model of HIV-1 infection with two time delays: Mathematical analysis and comparison with patientdata显示文摘	Pawelek K A Liu S Pahlevani F	2012	Math Bio2012，235，：	1
7	Analysis of a mathematicalmodel for the growth of tumors显示文摘	AVNER F FERNANDO R	1999	Math Bio1999，38，：	1
8	Global stability for population models 显示文摘	Cull P	1981	Bull Math Bio1981，43，1：	1
9	A time-delay model of single-species growth with stage structure显示文摘	Freedman H I	1990	Math Bios1990，101，：	1
10	Lineaized oscillations in population dynamics显示文摘	Kulenovic M R S Ladas G Sificas Y G	1987	Bull Math Bio1987，49，：	1
11	Mean-square stability of a stochastic model for bacteriophage infection with time delays 显示文摘	MARGHERITA C	2007	Math Bios2007，210，：	1
12	Population extinction and quasi-stationary behavior in stochastic density-dependent structured models 显示文摘	Block G L Allen L J S	2000	Bull Math Bio2000，62，：	1
13	Pulse vaccination strategy in the SIR epidemic model显示文摘	Shulgin B	1998	Bulletin of Math Bio1998，60，：	1
14	Analisis on an epi- demic model with a ratio dependent nonlinear inci- dence rate显示文摘	LI B YUAN S L ZHANG W G	2011	Int J Bio math2011，4，2：	1
15	Dynamics of HIV infection of CD4+ T cells显示文摘	Perelson A S Kirschner D E Boer R D	1993	Mathe Bios1993，114，：	1
16	Mathematical study of a staged-progression HIV model with imperfect vaccine显示文摘	Gumel A B McCluskey C C van den Driessche P	2006	Bull Math Bio2006，68，：	1
17	Stability in chemostat equations with delayed nutrient recycling显示文摘	Bischi G I Solimano F	1990	J Math Bio1990，28，：	1
18	Global asymptotic stability in Volterra’spopulation systems显示文摘	Gopalsamy K	1984	J Math Bio1984，19，4：	1
19	Necessary and Sufficient Conditions for Chemotactic Bands 显示文摘	Keller E F Odell G M	1975	Math Bio1975，27，34：	1
20	Existence and global attraetivity of periodic solutions of positive periodic solutin arguments显示文摘	FAN M WANG K IANG D Q	1999	Math Bios1999，21，4：	1

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