|
|
|
题名
|
作者
|
年代
|
出处
|
被引量
|
| 1 | G-protein 13 subunit of Cochliobolus heterostrophus involved in virulence, asexual and sexual reproductive ability, and morphogenesis显示文摘 | Ganem S Lu SW Lee BN | 2004 | Eukaryotic Cell2004，3，6： | 1 |
| 2 | Hepatoprotective activity of the totalflavonoids from Rosa laevigata Michx fruit in mice treated byparacetamol 显示文摘 | Liu YT Lu BN Peng JY | 2011 | Food Chemistry2011，125，： | 1 |
| 3 | Cytotoxicity of berberine on human cervical carcinoma He La cells through mitochondria,death receptor and MAPK pathways,and in-silico drug-target prediction显示文摘 | Lu BN Hu MM Liu KX | 2010 | Toxicol Vitro2010，24，： | 1 |
| 4 | Multi-scale CFD simulation of gas-solid flow in MIP reactors with a structure-dependent drag model 显示文摘 | Lu BN Wang W LiJ H Wang X H Gao S Q LuWM Xu Y H Long J | 2007 | Chemical Engineering Science2007，62，181920： | 1 |
| 5 | The importance of timing of decompression in severe acute pancreatitis combined with abdominal compartment syndrome 显示文摘 | Lu K Hai BN Zhi HT | 2012 | J Trauma A- cute Care Surg2012，74，： | 1 |
| 6 | A novel class of gene controlling virulence in plant pathogenic ascomycete fungi显示文摘 | Lu SW Kroken S Lee BN | 2003 | Proceedings of the National Academy of Sciences2003，100，10： | 1 |
| 7 | NUMERICAL ANALYSIS FOR A MEAN-FIELD EQUATION FOR THE ISING MODEL WITH GLAUBER DYNAMICS显示文摘In this paper , a mean-field equation of motion which is derived by Penrose (1991) for the dynamic Inst model with Glauber dynamics is considered. Various finite difference schemes such as explicit Euler scheme, predictor-corrector scheme and some implicit schemes are given and their convergence, stabilities and dynamical properties are discussed. Moreover, a Lyapunov functional for the discrete semigroup {S}n>0 is constructed. Finally, numerical examples are computed and analyzed. it shows that the model is a better approximation to Cahn-Alien equation which is mentioned in Penrose (1991). | Lu, BN Wan, GH | 1997 | Journal of Computational Mathematics1997，15，3： | 1 |
| 8 | THE GLOBAL DUFORT-FRANKEL DIFFERENCE APPROXIMATION FOR NONLINEAR REACTION-DIFFUSION EQUATIONS显示文摘In this paper, the initial value problem of nonlinear reaction-diffusion equation is considered. The Dufort-Frankel finite difference approximation for the long time scheme is given for the d-dimensional reaction-diffusion equation with the two different cases. The global solution and global attractor are discussed for the Dufort-Frankel scheme. Moreover properties of the solution are studied. The error estimate is presented in a finite time region and in the global time region for some special cases. Finally the numerical results for the equation are investigated for Alien-Cahn equation and some other equations and the homoclinic orbit is simulated numerically. | Lu, BN Wan, GH Guo, BL | 1998 | Journal of Computational Mathematics1998，16，3： | 0 |
您所在的机构暂未开通此部分的功能，请联系管理员