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119篇 您的检索式：作者名="Meerschaert"

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	题名	作者	年代	出处	被引量
1	Application of a fractional advection-dispersion equa- tion显示文摘	BENSON D WHEATCRAFT S MEERSCHAERT M	2000	Water Resources Research2000，36，2：	1
2	Fractal travel time estimates for dispersive contaminants显示文摘	CLARKE D D MEERSCHAERT M M WHEATCRAFT S W	2005	Ground Water2005，43，3：	1
3	Disruption of the actin cytoskeleton of mammalian cells by the capping complex action-fragment is inhibited by actin phosphorylation and regulated by Ca2+ ions显示文摘	CONSTANTIN B MEERSCHAERT K VAN DEK ERCKHOVE J	1998	J Cell Sci1998，111，：	1
4	Subordinated advection-dispersion equation for contaminant transport显示文摘	BAEUMER B MEERSCHAERT M M BENSON D A	2001	Water Resources Research2001，37，6：	1
5	Radial fractional-order dispersion through frac- tured rock显示文摘	BENSON D A TADJERAN C MEERSCHAERT M M	2004	Water Resources Research2004，40，12：	1
6	Stochastic solutions for fractional Cauchy problems显示文摘	Baeumer B Meerschaert M	2001	Fractional Calculus and Applied Analysis2001，4，4：	1
7	Application of a fractional advectiomdispersion equation显示文摘	Benson D A Wheatcraft S W Meerschaert M M	2000	Water Resources Research2000，36，6：	1
8	Finite difference approximations for two-sided space-fractional partial differential equations显示文摘	MEERSCHAERT M M TADJERAN C	2006	Appl Numer Math2006，56，1：	1
9	Functional complexes between YAP2 and ZO-2 are PDZ domain-dependent, and regulate YAP2 nuclear localization and signalling显示文摘	Oka T Remue E Meerschaert K	2010	Biochem J2010，432，3：	1
10	Finite difference approxima- tions for fractional advection dispersion flow equations显示文摘	Meerschaert M M Tadjeran (2	2004	J Comput Appl Math2004，172，：	1
11	A second- order accurate numerical approximation for the fractionaldiffusion equation 显示文摘	Tadjeran C Meerschaert M M ScheMer H P	2006	Comput Phys2006，213，：	1
12	Fourier-PARMA models and their application to river flows显示文摘	Anderson P L Tesfaye Y G Meerschaert M M	2007	Journal of Hydrologic Engineering2007，12，5：	1
13	Finite difference approximations for fractional advection-dispersion flow equations显示文摘	MEERSCHAERT M M TADJERAN C	2004	J Cornput Appl Math2004，172，：	1
14	Multi- scaling fractional advection-dispersion equations and their solutions显示文摘	Schumer R Benson D A Meerschaert M M	2003	Water Resources Research2003，39，1：	1
15	CDl4(+)cells are necessary for increased survival of eosinophils in response to lipopolysaccharide显示文摘	Meerschaert J Busse WW Berries PJ	2000	Am J Respir Cell Mol Biol2000，23，6：	1
16	A second-order accurate numerical approximation for the fractional diffusion equation显示文摘	TADJERAN C MEERSCHAERT M M SCHEFFLER H P	2006	Journal of Computational Physics2006，213，1：	1
17	Finite difference approxi- mations for fractional advection-dispersion flow equa- tions显示文摘	Meerschaert M M Tadjeran C	2004	J Comput Appl Math2004，172，1：	1
18	Finite difference methods for two-dimensional fractional dispersion equation显示文摘	Meerschaert M M Scheffler H Tadjeran C	2006	J Comp Phys2006，211，：	1
19	Stochastic solution of space-time fractional diffusion equations显示文摘	Meerschaert M M Benson D Scheffler H P		0，，：	1
20	Application of a fractionaladvection-dispersion equation显示文摘	Benson D A Wheatcraft S W Meerschaert M M		0，，06：	1

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