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39篇 您的检索式:期刊名="Math Models Methods Appl Math Sci"
    题名 作者 年代 出处 被引量
1Singular free boundary problem from image processing显示文摘AMADORI A L VA ZQUEZJ L 2005Math Models Methods Appl Sci2005,15,5:1
2Generalized 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 2008Math Models and Methods in Appl Sci2008,18,:1
3Quasi real-time monitoring of epoxy resin crosslinking via Raman microscopy显示文摘Hana Vaˇsková Vojtěch Kˇresálek 2011Int J Math Models Methods Appl Sci2011,5,7:1
4Another approach to linearized elasticity and a new proof of Korn's inequality 显示文摘Ciarlet P G Ciarlet P Jr 2005Math Models Methods Appl Sci2005,15,:1
5Asymptotic expansions in a steady-state Euler-Poisson system and convergence to incompressible Euler equations 显示文摘PENG Y J VIOLET I 2005Math Models Methods Appl Sci2005,15,5:1
6Cauchy problem for a model system of the radiating gas: weak solutions with a jump and classical solutions显示文摘Kawashima S Nishibata S 1999Math Models Methods Appl Math Sci1999,9,1:1
7A new approach to linear shell theory显示文摘Ciarlet P G Gratie L 2005Math Models Methods Appl Sci2005,15,8:1
8The global weak solution and relaxation limits of the initial boundary value problem to the bipolar hydrodynamic model for semiconductors 显示文摘HSIAO L ZHANG K J 2000Math Models Methods Appl Sci2000,10,9:1
9On the 3-D bipolar isentropic Euler-Poisson model for semiconductors and the drift-diffusion limit 显示文摘LATTANZIO C 2000Math Models Methods Appl Sci2000,10,3:1
10Singular free boundary prohlem from image processing显示文摘AMADORI A L VAZQUEZ J L 2005Math Models Methods Appl Sci2005,15,5:1
11Stationary solutions to a quasi-Newtonian flow with viscous heating显示文摘Baranger J Mikelic A 1995Math Models Methods Appl Sci1995,5,:1
12Analysis of heterogeneous multiscale FEM for problems in elasticity 显示文摘Abdulle A 2006Math Models Methods Appl Sci2006,16,:1
13Asymptotic decay toward the planar rarefaction waves of solutions for viscous conservation laws in several dimensions显示文摘Ito K 1996Math Models Methods Appl Sci1996,,6:1
14Asymptotic behavior global smooth solution to the fully 1-d hydrodynamic model for semiconductors显示文摘HSIAO Ling WANG Shu 2002Math Models Methods Appl Sci2002,6,:1
15On the numbers of positive periodic solutions of functional differential equations and populationn mod-els显示文摘JIANG D Q XU X J 2005Math Models Methods Appl Sci2005,15,:1
16Modelling wells in porous media flows显示文摘Fabrie P Gallouet T 2000Math Models Methods Appl Sci2000,10,2:1
17Remarks on the blow-up criterion for the 3DBoussinesq equations显示文摘Ishihara N Morimoto H 1999Math Models Methods Appl Sci1999,,9:1
18Quasi-neutral limit of the multi-dimensional drift-diffusion models for semiconductors显示文摘JU Q C WANG S Math Models Methods Appl Sci0,,:1
19Hydromagnetic flow of second-grade fluid in a channel: some applications to physiological systems显示文摘Misra J C Pal B Gupta A S 1998Math Model and Methods in Appl Sci1998,8,8:1
20Quasineutral limit of the multi-dimensional drift-diffusion-Poisson models for semiconductors with PN-junctions显示文摘WANG S 2006Math Models Methods Appl Sci2006,16,4:1
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