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32篇 您的检索式：作者名="SIMOS T E"

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	题名	作者	年代	出处	被引量
1	Trigonometrically fitted fifth-order runge-kutta methods for the numerical solution of the schrtMinger equation显示文摘	Anastassi Z A Simos T E	2005	Mathematical and Computer Modelling2005，42，：	1
2	Evolution of ochra- toxin A content from must to wine in Port Wine microvini- fication 显示文摘	Ratola N Abade E Simoes T	2005	Analytical and Bioanalytical Chemistry2005，382，2：	1
3	Effect of gemfibrozil andlovastatin on postprandial lipoprotein clearance in the hypoal-phalipoproteinemia and hypertriglyceridemia syndrome显示文摘	Simo I E Yakichuk J A Ooi T C	1993	Ath-erosclerosis1993，100，1：	1
4	Optimized Runge-Kutta methods with minimal dispersion and dissipation for problems arising from computational acoustics显示文摘	TSELIOS K SIMOS T E	2007	Physics Letters A2007，363，：	1
5	Exponentially-fitted Runge-Kutta-Nystrom Method for the Numerical Solution of Initial Value Problems with Oscillating Solution显示文摘	SIMOS T E	2002	Appl Math Lett2002，15，2：	1
6	An analysis of strong discontinuities induced by strain-softening in rate-independent inelastic solids显示文摘	Simo J C Oliver E T	1993	Computer Mechanics1993，12，：	1
7	Some Modified Runge-Kutta Methods for the Numerical Solution of Initial-Value Problems with Oscillating Solutions显示文摘		1998	Journal of Scientific Computing1998，13，1：	1
8	查看详情显示文摘	Simos T E		0，，：	1
9	Families of third and fourth alagebraic order trigonometrically fitted symplectic methods for the numerical integration of Hamihonian systems 显示文摘	Monovasilis Th Kalogiratou Z Simo T E	2007	Computer Physics Communications2007，177，10：	1
10	Nonlinear effects in molecular chains with one type ofintramolecular vibrations显示文摘	Simo E Kofane T C	1994	Phys Scr1994，49，5：	1
11	Some Modified Runge-Kutta Methods for the Numerical Solution of Initial-Value Problems with Oscillating Solutions显示文摘	SIMOS T E	1998	Journal of Scientific Computing1998，13，1：	1
12	Symplectic methods for the numerical integration of the Schrodinger equation显示文摘	M onovasilis Th Simos T E	2007	Computational Materials Science2007，38，3：	1
13	Symplectic partitioned Runge- Kutta methods with minimal phase-lag显示文摘	Monovasilis T Kalogiratou Z Simos T E	2010	Computer Physics Communications2010，181，7：	1
14	Exponentially fitted symplectic integrator显示文摘	Simos T E Vigo-AguiarJ	2003	Physical Review E2003，67，01：	1
15	Exponentially fitted symplectic methods for the nu?merical integration of the Schrodinger equation显示文摘	Monovasilis T Kalogiratou Z Simos T E	2005	Journal of Mathematical Chemistry2005，37，3：	1
16	Dynamics of gauge system and Dirac's conjecture显示文摘	COSTA M E V GIROTTI H O SIMOES T J M	1985	Phys Rev1985，32，：	1
17	Exponentially - fitted and trigonometrically -fitted methods for long - term integration of orbital problems显示文摘	SIMOS T E	2003	New Astronomy2003，8，5：	1
18	E xponentially - fitted and trigonometrically -fitted methods for the numerical solution of orbital problems显示文摘	SIMOS T E	2003	New Astronomy2003，，：	1
19	Trigonometrically - fitted partitioned multistepmethods for the integration of orbital problems显示文摘	SIMOS T E	2004	New Astronomy2004，9，6：	1
20	Exponentially fitted RungeKutta fourth algebraic order methods for the numerical solution of the Schrodinger equation and related problems 显示文摘	WILLIAMS P S SIMOS T E	2000	International Journal of Modern Physics C2000，11，：	1

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