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9篇 您的检索式:作者名="Guo BN"
    题名 作者 年代 出处 被引量
1In vivo regulation of hTERT expression and telomerase activity by androgen显示文摘Guo C Armbruster BN Price DT 2003Urology2003,170,21:1
2In vivo regulation of hTERT expression and telomerase activity by androgen 显示文摘Guo C Armbruster BN Price DT 2003The Journal of urology2003,170,2:1
3Early response of prostate carcinoma xenografts to docetaxel chemotherapymonitored with diffusion MRI 显示文摘Jennings D Hatton BN Guo J 2002Neoplasia2002,4,3:1
4Short-Term Load Forecasting Using a New Fuzzy Modeling Strategy 显示文摘Bn Ye Chuangxn Guo Yuia Gao 2004Fifth World Congress on Intelligent Control and Automation2004,6,6:1
5Pathogenic implication of a fibrinogen-binding protein of Staphylococcus epidermidis in a rat model of intravascular-catheter-associated infection显示文摘Guo BN Zhao X Shi YG 2007Infect Immun2007,75,6:1
6Early response of prostate carcinoma xenografts to docetaxel chemotherapy monitored with diffusion MRI显示文摘Jennings D Hatton BN Guo J 2002Neoplasia2002,4,:1
7N-terminal domains of the human telomerase catalytic subunit required for enzyme activity in vivo显示文摘Armbruster BN Banik SS Guo C 0,,22:1
8Early response of prostate carcinoma xenografts to docetaxel chemotherapy monitored with diffusion MRI显示文摘Jennings D Hatton BN Guo J 2002Neoplasia2002,4,3:1
9THE 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 1998Journal of Computational Mathematics1998,16,3:0
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