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65篇 您的检索式:作者名="L R Petzold"
    题名 作者 年代 出处 被引量
1Stabilization of constrained mechanical systems with DAEs and invariant manifolds显示文摘ASCHER U M HONGSHENG C PETZOLD L R 1995Journal of Mechanics of Structures and Machines1995,23,:1
2Improved leap-size selection for accelerated stochastic simulation 显示文摘GILLESPIE D T PETZOLD L R 2003J Chem Phys2003,119,6:1
3Algorithms and software for stochastic simulation of biochemical reacting systems 显示文摘Li Hon$ Cao Yang Petzold L R 2008Biotech Pro$2008,24,1:1
4Order results for implicit Runge-Kutta methods applied to differential/algebraic systems 显示文摘L R Petzold 1986SIAM Journal on Numerieal Analysis (S0036-1429)1986,23,4:1
5Numerical solution of highly oecillatory ordinary differential equations显示文摘PETZOLD L R JAY L O YEN J 1997Acta Numerica1997,,6:1
6Efficient step size selection for the tau-leaping simulation method 显示文摘CAO Y GILLESPIE D T PETZOLD L R 2006J Chem Phys2006,124,04:1
7The numerical solution of higher index differential/algebraic equations by implicit methods 显示文摘K E Brenan L R Petzold 1989SIAM Journal on Numerical Analysis (S0036-142)1989,26,4:1
8A new look at proper orthogonal decomposition显示文摘RATHINAM M PETZOLD L R 2003SIAM Journal on Numerical Analysis2003,41,5:1
9Projected implicit Runge-Kutta methods for differential-algebraic equations 显示文摘Ascher U M Petzold L R 1991SIAM Journal on Numerical Analysis1991,28,4:1
10A new look at proper orthogonal decom position显示文摘Rathinam M Petzold L R 2003Siam Journal on Numerical Analysis2003,41,5:1
11A new look at proper orthogonal decomposition显示文摘Rathinam M Petzold L R 2003SIAM Journal on Numerical Analysis2003,41,5:1
12The numerical solution of initial value problems in ordinary Differential-Algebraic Equations显示文摘Brenan K E Campbell S L Petzold L R 1996SIAM Philadelphia1996,,:1
13Sensitivity analysis of discrete stochastic systems 显示文摘Gunawan R Cao Y Petzold L 2005Biophysical Journal2005,88,4:1
14Improved leap-size se- lection for accelerated stochastic simulation显示文摘GILLESPIE D T PETZOLD L R 2003The Journal of Chemical Physics2003,119,16:1
15Effi- cient step size selection for the τ-leaping simulation method显示文摘CAO Yang GILLESPIE D T PETZOLD L R 2006The Journal of Chemical Physics2006,124,04:1
16Stiffness in stochastic chemically reacting sys- tems: the implicit v-leaping method显示文摘RATHINAM M PETZOLD L R CAO Yang GILLESPIE D T 2003The Journal of Chemical Physics2003,119,24:1
17Avoiding negative populations in explicit Poisson T-leaping显示文摘CAO Yang GILLESPIE D T PETZOLD L R 2005The Journal of Chemical Physics2005,123,05:1
18Improved leap-size selection for accelerated stochastic simulation 显示文摘Gillespie D T Petzold L R 2003J Chem Phys2003,119,16:1
19Improved leap-size selection for accelerated stochastic simulation显示文摘Gillespie D T Petzold L R 2003J Chem Phys2003,119,16:1
20Efficient step size selection for the tau-leaping simulation method 显示文摘Cao Yang Gi!lespie D T Petzold L R 2006J Chem Phys2006,124,04:1
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