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9篇 您的检索式：作者名="Zhiming D"

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		题名	作者	年代	出处	被引量
	1	ON MAXWELL EQUATIONS WITH THE TRANSPARENT BOUNDARY CONDITION显示文摘在这篇论文,我们显示出与透明边界条件散布问题的马的 well-posedness 和稳定性。证明取决于与也被建立的复杂波浪数字散布问题的时间泛音麦克斯韦的 well-posedness。	Zhiming Chen Jean-Claude Nédélec	2008	Journal of Computational Mathematics2008，26，3：	4
	2	Aberrant methylation and loss expression of RKIP is associated with tumor progression and poor prognosis in gastric cardia adenocarcinoma 显示文摘	Wei G Zhiming D Yanli G	2013	Clin Exp Metasta- sis2013，30，4：	1
	3	Frequent mutations of FAS gene in nasal NKJT cell lymphoma显示文摘	Tetsuya T Zhiming D Srivastava G	2002	Oncogene2002，21，2：	1
	4	Characterization of microdamage and healing of asphalt concrete mixtures显示文摘	SI Zhiming Little D N Lytton R L		Journal of Materials in Civil Engineering0，14，6：	1
	5	Lymphoproliferatire disorders in autoimmune diseases in Japan: analysis of clinicopathological features and Epstein-Barr virus infection 显示文摘	Hoshida Y Tomita Y Zhiming D	2004	Int J Cancer2004，108，3：	1
	6	Charcterization of Microdamage and Healing of Asphalt Concrete Mixtures 显示文摘	ZHIMING S I LITTLE D W LYTTON R L	2002	Journal of Materials in Civil Engineering2002，14，6：	1
	7	Lymphoproliferative dis- orders in autoimmune diseases in Japan: analysis of clinicopatho- logical features and Epstein-Barr virus infection显示文摘	Hoshida Y Tomita Y Zhiming D	2004	Int J Cancer2004，108，3：	1
	8	Separation of yeast phospholipids using one - dimensional thin - layer chromatography 显示文摘	VADEN D L GOHIL V M GU Zhiming	2005	Analytical Biochemistry2005，338，：	1
	9	A dynamic logic for verification of synchronous models based on theorem proving显示文摘1Introduction Synchronous models,a modelling paradigm proposed along with the development of synchronous programming languages[1]in,the 198os,are well-adapted for modelling and specifying reactive systemsa.type of systems that consecutively interact with their environment at a particular environment-determined rate.In a synchronous model,system behaviours are interpreted as a sequence of reactions.	Yuanrui Zhang Frédéric Mallet Zhiming Liu	2022	Frontiers of Computer Science2022，16，4：	0

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