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151篇 您的检索式：作者名="Chaplain"

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	题名	作者	年代	出处	被引量
1	Continuous and discrete mathematical models of tumor-induced ang/ogenesis 显示文摘	Anderson AR Chaplain MA	1998	Bull Math Binl1998，60，5：	1
2	Periodic Solution of a Lotka Voherra Predator-prey Model with Dispersion and Time Delays 显示文摘	R Xu M A J Chaplain F A Davidson	2004	Applied Mathematics and Computation2004，148，：	1
3	Persistence and stability for a two-species ratio-dependent predator-prey system with distributed time delay 显示文摘	Xu R Davidson F A Chaplain M A J	2002	Journal of Mathematical Analysis and Applications2002，269，：	1
4	Mathematical modeling of flow through vascular network: implication for tumor - induced angiogenesis and chemotherapy strategies 显示文摘	McDougall SR Anderson ARA Chaplain MAJ	2002	Bulletin of Mathematical Biology2002，64，：	1
5	Persistence and attractivity in an N--species ratio--dependent predator--prey system with distributed time delays显示文摘	R XU M A J Chaplain	2002	Applied Mathematics and Computation2002，131，：	1
6	Continuous and discrete mathematical models of tumor-induced angiogenesis 显示文摘	Anderson ARA Chaplain MAJ	1998	Bull Math Biol1998，60，5：	1
7	Periodic Solutions for a Delayed Predator-prey Model of Prey Dispersal in Twopatch Environments 显示文摘	XU Rtti CHAPLAIN M A J DAVIDSON F A	2004	Nonlinear Analysis2004，，5：	1
8	Persistence and Global Stability of a Ratio-Dependent Predator-Prey Model with Stage Structure显示文摘	Chaplain M A J Davidson F A	2004	Appl Math Comput2004，158，：	1
9	Mathematical modeling of dynamic adaptive tumor-induced Angiogenesis: clinical implications and therapeutic targeting atrategies 显示文摘	McDougall SR Anderson ARA Chaplain MAJ	2006	J Theor Biol2006，241，：	1
10	The role of N- methyl-D-aspartate (NMDA) receptors in wind-up: a mathematical model 显示文摘	Britton NF Chaplain MA Skevington SM	1996	IMA Journal of Mathematics Applied in Medicine and Biology1996，13，3：	1
11	Permanence and periodicity of a delayed ratio-dependent predator-prey model withstage structure显示文摘	Xu Rui Chaplain M A J Davidson F A	2005	Math Anal Appl2005，303，：	1
12	A continuousmathematical model of the developing murine retinal vascu-lature显示文摘	AUBERT M CHAPLAIN M A J UGALL S R	2011	Bull Math Biol2011，73，：	1
13	Global stability of a stage-structured predator-prey model with prey dispersal 显示文摘	XU R CHAPLAIN M A J DAVIDSON F A	2005	Appl Math Comput2005，171，：	1
14	Mathematical modeling of acute pain 显示文摘	Britton NF Skevington SM Chaplain MAJ	1995	J Theor Biol1995，3，4：	1
15	Periodic solutions for a delayed predator-prey model of prey dispersal in twopatch environments显示文摘	Xu R Chaplain M A J Davidson FA	2004	Nonlinear Aral:Real Word Appl2004，5，1：	1
16	A laguerre- legendre spectral-element method for the solution of partial differentialequations on infinite domains: Application to the diffusionof tumour angiogenesis factors显示文摘	Valenciano J Chaplain M A J	2005	Mathematical andComputer Modelling2005，41，10：	1
17	Pefiodic solutions of delayed predator-prey model with stage structure for predator显示文摘	Chaplain MAJ Davidson FA	2004	J Appl Math2004，3，：	1
18	Mathematical modelling of flow through vascular networks: implications for tumour- induced angiogenesis and chemotherapy strategies 显示文摘	CHAPLAIN M A MCDOUGALL S R LNDERSON A R	2002	Bull Math Biol2002，64，4：	1
19	Global stability for a delayed ratio-dependent predator-prey system without dominating instantaneous negative feedbacks显示文摘	Rui Xu Chaplain M A J Lansun Chen	2001	Communications on Applied Nonlinear Analysis2001，8，4：	1
20	Continuous and discrete mathematical models of tumor-induced angiogenesis显示文摘	Anderson ARA and Chaplain MAJ	1998	Bulletin Mathematical Biology1998，60，：	1

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