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	题名	作者	年代	出处	被引量
1	A Separation Condition for the Existence of Limit Cycles in Slow-fast Systes 显示文摘	Muratori	1991	Appl Math Modeling1991，15，：	2
2	Reducing the number of unknowns in a constrained minimization problem-an applicationto material balances显示文摘	Simpson D E Everett M G	1988	Appl Math Modelling1988，，：	1
3	Finite-time synchronization of two difference chaotic systems with unknown parameters via sliding mode technique显示文摘	Aghababa M P Khanmohammadi S Alizadeh G	2011	Appl Math Model2011，35，：	1
4	Single- machine scheduling with effects of exponential learning and general deterioration显示文摘	WANG Jibo HSU C J YANG D L	2013	Appl Math Modell2013，37，4：	1
5	Existence and exponential stability of the u- nique positive almost periodic solution for impulsive Nicholson's blowflies model with linear harvesting term 显示文摘	Yao Z	2015	Appl Math Modell2015，39，2324：	1
6	Simulation of a store separation using the finite element method 显示文摘	FOEMAGGIA L PERAIRE J MORGAN K	1998	Appl Math Modeling1998，，12：	1
7	Analytical integration of linear three-dimensional triangular elements in BEM显示文摘	Davey K Hinduja S	1989	Appl Math Modelling1989，13，：	1
8	Analysis of a viral infection model with delayed immune response显示文摘	X1E Qi-zhi HUANG Dong-wei ZHANG Shuang-de	2010	Appl Math Modell2010，34，：	1
9	Numerical Investigation of Optimal Control of Induction Heating Process显示文摘	Bodart O Boureau A V Touzani R	2001	Appl Math Modeling2001，25，：	1
10	Singular free boundary problem from image processing显示文摘	AMADORI A L VA ZQUEZJ L	2005	Math Models Methods Appl Sci2005，15，5：	1
11	Time--limlted free--hack--orders EOQ model 显示文摘	Abbound N E Sfairy R G	1997	Appl Math Modelling1997，21，：	1
12	The elastostatic three-dimensional boundary element method analytical integration for linear isoparametrix triangular elements 显示文摘	Milroy J Hinduja S Davey K	1997	Appl Math Modelling1997，21，：	1
13	New crack elements for boundary element analysis of elastostatics considering arbitrary stress singularities显示文摘	TANAKA M ITOH H	1987	Appl Math Modelling1987，11，：	1
14	Generalized impedance boundary conditions for scattering problems from strong- ly absorbing obstacles:the case of maxwell's equations 显示文摘	Haddar H Joly P Nguyen H M	2008	Math Models and Methods in Appl Sci2008，18，：	1
15	Thermal analysis of hot strip rolling using finite element and upper bound methods 显示文摘	Sheikh H	2009	Appl Math Modell2009，33，5：	1
16	Persistence, extinction and global asymptotical stability of a non-autonomous predator-prey model with random perturba- tion显示文摘	Liu M Wang K	2012	Appl Math Modell2012，36，：	1
17	On stabilizing against modeling errors in a penetrative convection problem for a porous medium显示文摘	Ames K A Payne L E		Math Models Meth Appl Sci 40，，：	1
18	On the solution of the compressible Navier-Stokes equations using improved flux vector splitting methods 显示文摘	Drikakis D Tsangaris S	1993	Appl Math Model1993，17，：	1
19	Time -2limited free back rders EOQ model显示文摘	AbboudNE Sfairy R G	1997	Appl Math Modelling1997，，21：	1
20	A mathematical model for piping显示文摘	SELLMEIJER J B KOENDERS M A	1991	Appl Math Modeling1991，15，6：	1

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