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1009篇 您的检索式：期刊名="Math Biol"

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	题名	作者	年代	出处	被引量
1	Periodic solutions in a model of competition between plasmid-bearing and plasmid-free organisms in a chemostat with an inhibitor 显示文摘	Ai S B	2001	J Math Biol2001，42，：	2
2	An O(N2logN) restriction map comparison and search algorithm 显示文摘	MYERS E W HUANG X	1992	Bull Math Biol1992，54，：	2
3	Sequence comparison with concave weighting functions 显示文摘	MYERS E W MILLER W	1988	Bull Math Biol1988，50，：	2
4	Analysis of a mathematical model for the growth of tumors显示文摘	Friedman A Reitich F	1999	J Math Biol1999，38，：	1
5	Global qualitative analysis of a ratio--dependent predator--prey system显示文摘	Kuang Y Beretta E	1998	J math Biol1998，36，38：	1
6	Convergence results and a Poincare-Be-dixson trichotomy for asymptotically automous differential equations显示文摘	Thieme H R	1991	J Math Biol1991，30，4：	1
7	Nonlinear mathematical models of hormonal systems 显示文摘	NAUROSCHAT J ANDER HEIDEN U	1995	J Math Biol1995，3，3：	1
8	Integrated Pest Management Models and Their Dynamical Behaviour显示文摘	TANG S Y XIAO Y N CHEN L S	2005	Bull Math Biol2005，67，：	1
9	A general solution of the problem of mixing of subpopulations and its application to risk- and age-structured models for the spread of AIDS显示文摘	Busenberg S Castillo-Chavez	1991	IMA J Math Appl Med Biol1991，8，：	1
10	Predator-prey popu- lations with parasitic infection 显示文摘	HADELER K P FREEDMAN H I	1989	J Math Biol1989，27，：	1
11	Numerical taxonomy with fuzzy sets显示文摘	Bezdek J C	1974	Math Biol1974，1，1：	1
12	Modelling solid tumor growth using theory of mixtures 显示文摘	Byrne HM Preziosi L	2003	Math Med Biol2003，20，：	1
13	Parametric analysis of the ratio-dependent predator-prey model显示文摘	Berezovskaya F Karev G Arditi R	2001	J Math Biol2001，43，3：	1
14	Dynamical Behavior of Epidemiological Models with Nonlinear Incidence Rate 显示文摘	Liu W M Hethcote H W Levin S A	1987	J Math Biol (S0303- 6812)1987，，25：	1
15	Graph theoretical criteria for stability and boundedness of predator-prey system显示文摘	SOLIMANO F BERETTA E	1982	Bull Math Biol1982，44，：	1
16	Dynamical behavior of epidemiological models with nonlinear incidence rates 显示文摘	Liu W M Hethcote H W Levin S A	1987	J Math Biol1987，25，4：	1
17	Lyapunov functions and global stability for SIR and SIRS epidemiological models with non-linear transmission显示文摘	Korobeinikov A	2006	Bull Math Biol2006，，68：	1
18	Differential susceptibility epidemic models显示文摘	Hyman J M Li J	2005	Math Biol2005，50，6：	1
19	A model of physiologically structured population dynamics with a nonlinear individual growth rate显示文摘	Calsina A Saldana J	1995	J Math Biol1995，331，：	1
20	Convergence results and a poincare- Bendixson trichotomy for asymptotically automous differential equations显示文摘	THIEME H R	1992	J Math Biol1992，30，11：	1

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