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21篇 您的检索式：作者名="Garira"

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	题名	作者	年代	出处	被引量
1	Modelling circumci-sion and condom use as HIV/AIDS preventive controlstrategies显示文摘	Mukandavire Z Bowa K Garira W	2007	Math Comp Model2007，46，1112：	1
2	Asymptotic properties of an HIV/AIDS model with a time delay显示文摘	MUKANDAVIRE Z GARIRA W CHIYAKA C	2007	Math Anal Appl2007，330，2：	1
3	Modelling effects of public health educational campaigns on HIV/AIDS transmission dynamics显示文摘	Z. Mukandavire W. Garira J.M. Tchuenche	2008	Applied Mathematical Modelling2008，，：	1
4	Asymptotic properties of an HIV/AIDS model with a time delay显示文摘	Z. Mukandavire W. Garira C. Chiyaka	2006	Journal of Mathematical Analysis and Applications2006，，：	1
5	Asymptotic properties of an HIV/AIDS model with a time delay显示文摘	Mukandavire Z Garira W Chiyaka C	2007	J Math Anal Appl2007，330，：	1
6	Tchuenche,modelling effects of public health educational campaigns on HIV/AIDS transmission dynamicsg显示文摘	Z Mukandavire W Garira J M	2009	Applied math modelling2009，33，：	1
7	Modelling immune response and drug therapy in human malaria infection显示文摘	Chiyaka C Garira W Dube S	2008	Computational and Mathematical Methods in Medicine2008，9，：	1
8	Modelling circumcision and condom use as HIV/AIDS preventive control strategies显示文摘	Application of the Transthe Influencing Condom Use A Western Journal of Nursing Mukandavire Z Bowa K Garira W	2007	Mathematical and Computer Modelling2007，46，：	1
9	Asymptotic properties of an HIV/AIDS model with a time delay显示文摘	Mukandavire Z Garira W Chiyaka C	2007	Journal of Mathematical Analysis and Applications2007，330，2：	1
10	Sex-structured HIV/AIDS model to analyse the effects of condom use with application to Zimbabwe 显示文摘	Mukandavire Z Garira W	2007	Mathematical Biology2007，54，：	1
11	Modelling immune response and drug therapy in human malaria infection 显示文摘	CHIYAKA C GARIRA W DUBE S	2008	Comput Math Method2008，9，2：	1
12	Mathematical analy- sis of a sestructured HIV/AIDS model with a discrete time delay 显示文摘	Mukandavirea Z Chiyaka C Garira W	2009	Nonlinear Analysis2009，71，34：	1
13	A mathematical anal-ysis of the effects of control strategieson the transmission dynamics of malaria 显示文摘	Chiyaka C Tchuenche J M Garira W	2008	Applied Mathematics and Computation2008，195，2：	1
14	Modelling circumcision and condom use as HIV/AIDS preventive control strategies显示文摘	Mukandavire Z Bowa K Garira W	2007	Mathemat Compu Modell2007，，：	1
15	Modelling effects of public health educational campaigns on HIV/AIDS transmision dynamics显示文摘	Mukandavire Z Garira W Tchuenche J M	2009	Appl Math Model2009，33，：	1
16	Asymptotic properties od an HIV/AIDS model with a time delay显示文摘	Mukandavire Z Garira W Chiyaka C	2007	Math Anal Appl2007，330，：	1
17	Modelling effects of public health educational campaigns on HIV/ AIDS transmission dynamics 显示文摘	MUKANDAVIRE Z GARIRA W TCHUENCHE J M	2009	Applied Mathematical Modelling2009，33，4：	1
18	A Mathematical Analysis of the Effects of Control Strategies on the Transmission Dynamics of Malaria 显示文摘	Chiyaka C Tchuenche J M Garira W	2008	Applied Mathematics and Computation2008，195，：	1
19	Modeling HIV/AIDS and Tuberculosis Coinfection显示文摘	BHUNU C P GARIRA W MUKANDAVIRE Z	2009	Mathematical Biology2009，71，：	1
20	A primer on multiscale modelling of infectious disease systems显示文摘The development of multiscale models of infectious disease systems is a scientific endeavour whose progress depends on advances on three main frontiers:(a)the conceptual framework frontier,(b)the mathematical technology or technical frontier,and(c)the scientific applications frontier.The objective of this primer is to introduce foundational concepts in multiscale modelling of infectious disease systems focused on these three main frontiers.On the conceptual framework frontier we propose a three-level hierarchical framework as a foundational idea which enables the discussion of the structure of multiscale models of infectious disease systems in a general way.On the scientific applications frontier we suggest ways in which the different structures of multiscale models can serve as infrastructure to provide new knowledge on the control,elimination and even eradication of infectious disease systems,while on the mathematical technology or technical frontier we present some challenges that modelers face in developing appropriate multiscale models of infectious disease systems.We anticipate that the foundational concepts presented in this primer will be central in articulating an integrated and more refined disease control theory based on multiscale modelling-the all-encompassing quantitative representation of an infectious disease system.	Winston Garira	2018	Infectious Disease Modelling2018，3，1：	0

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