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210篇 您的检索式:作者名="Burrage"
    题名 作者 年代 出处 被引量
1STRONG PREDICTOR-CORRECTOR APPROXIMATION FOR STOCHASTIC DELAY DIFFERENTIAL EQUATIONS显示文摘Yuanling Niu Chengjian Zhang Kevin Burrage 2015Journal of Computational Mathematics2015,33,6:3
2Stability and convergence of the difference methods for the space–time fractional advection–diffusion equation显示文摘F. Liu P. Zhuang V. Anh I. Turner K. Burrage 2006Applied Mathematics and Computation2006,,:1
3Prediction of protein solvent accessibility using support vector machines 显示文摘Yuan Z Burrage K Mattick JS 2002Proteins2002,48,:1
4African swine fever virus infection in the argasid host, Ornithodoros porcinus porcinus 显示文摘KLEIBOEKER S B BURRAGE T G SCOLES G A 1998J Virol1998,72,3:1
5The composite Euler method for stiff stochastic differential equations显示文摘Burrage K Tian T H 2001Journal of Computational and Applied Mathematics2001,31,:1
6Adams-type methods for the numerical solution of stochastic ordinary differential equations 显示文摘Brugnano I Burrage K Burrage P M 2000BIT Numerical Mathematics2000,40,3:1
7Numerical method and analytical technique of the modified anomalous subdiffusion equation with a nonlin- ear source term显示文摘LIU F YANG C BURRAGE K 2009J Comput Appi Math2009,231,:1
8Binomial leap methods for simulating stochastic chemical kinetics 显示文摘TIAN T BURRAGE K 2004J Chem Phys2004,121,10:1
9Implicit stochastic Runge-Kutta methods for stochastic differential equations显示文摘Burrage K Tian T H 2004BIT Numerical Mathemat- ics2004,44,:1
10High strong order explicit Runge - Kutta methods for stochastic ordinary differential equations 显示文摘Burrage K Burrage P M 1996Ap- plied Numerical Mathematics1996,22,:1
11Prevention of postlaryngecto- my pharyngocutaneous fistula: the Memorial Univerzity experience 显示文摘Smith T Burrage K Ganguly P 2003The Journal of Otolaryngology2003,32,4:1
12Matrix metalloproteinases:role in arthritis显示文摘Burrage PS Mix KS Brinckerhoff CE 2006Front Biosci2006,11,:1
13A Jacobi waveform relaxation method for ODEs显示文摘Sand J Burrage K 1997SIAM J Sci Comp1997,20,:1
14Finite difference methods and a Fourier analysis for the fractional reaction-subdiffusion equation 显示文摘CHEN C LIU F BURRAGE K 2008Applied Mathematics and Computation2008,198,2:1
15Molecular targets in osteoarthritis:Metal oproteinases and their inhibitors显示文摘Burrage PS Brinckerhoff CE 0,,:1
16Non-linear stability of a general class of differential equation methods显示文摘Kevin Burrage J. C. Butcher 1980BIT1980,,2:1
17Maternal and perinatal outcomes of extreme obesity in pregnancy 显示文摘Crane JM Murphy P Burrage L 2013J Obstet Gynaecol Can2013,35,7:1
18Matrix metallo- proteinases : role in arthritis 显示文摘BURRAGE PS MIX KS BR1NCKERHOFF CE 2006Front Biosci2006,11,:1
19Matrix metalloproteinases: role in arthritis 显示文摘Burrage P S Mix K S Brinckerhoff C E 2006Front Biosci2006,11,6:1
20Matrix metalloproteinases : role inarthritis显示文摘Burrage PS Mix KS Brinckerhoff CE 2006Front Biosci2006,11,2:1
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