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15篇 您的检索式：作者名="Cioranescu"

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		题名	作者	年代	出处	被引量
	1	Weak and classical solutions of second grade fluids显示文摘	Cioranescu D Girault V	1997	Int Journal of Non-linear Mechanics1997，32，2：	1
	2	Homogenization in open sets with holes显示文摘	Cioranescu D Paulin J S J	1979	Journal of Math Analysis and Appl1979，71，：	1
	3	Homogenization of periodically varying coefficients in electromagnetic materials显示文摘	Bank H T Bokil V A Cioranescu D Gibson N L Griso G Miara B	2006	J Sci Comput2006，28，23：	1
	4	Periodic unfolding and homogenization显示文摘	Cioranescu D Damlamian A Griso G	2002	Comptes Rendus de l'Académie des Sciences Paris Série I2002，，：	1
	5	The periodic unfolding method in homogenization显示文摘	Cioranescu D Damlamian A Griso G		0，，04：	1
	6	The periodic unfolding method in domains with holes显示文摘	Cioranescu D Damlamian A Donato P		0，，02：	1
	7	Homogenization in open sets with holes显示文摘	Cioranescu D Paulin J.S.J		0，，：	1
	8	Homogenization in open sets with holes显示文摘	Cioranescu D Paulin JSJ	1979	J Math Anal Appl1979，71，2：	1
	9	On K(t) - convoluted semlgroups 显示文摘	CIORANESCU I LUMER G	1995	Pitman Research Notes in Mathematics1995，324，：	1
	10	On the Second Order Cauchy Problem Associated with a Linear Operator 显示文摘	CIORANESCU I	1991	Journal o{ Math Analy- sis and Applications1991，154，：	1
	11	The periodic unfolding method in homogenization 显示文摘	Cioranescu D Damlamian A Griso G	2008	SIAM J Math Anal2008，40，4：	1
	12	The periodic unfolding method in domains with holes 显示文摘	Cioranescu D Damlamian A Donato P	2012	SIAM J Math Anal2012，44，2：	1
	13	Homogenization in open sets with holes显示文摘	Cioranescu D Paulin J S J	1979	Journal of Mathematical Analysis and Applications1979，71，2：	1
	14	Homogenization in open sets with holes显示文摘	Cioranescu D Paulin J S J	1979	J Math Aanal Appl1979，71，：	1
	15	Periodic Homogenization for Inner Boundary Conditions with Equi-valued Surfaces:the Unfolding Approach显示文摘Making use of the periodic unfolding method,the authors give an elementary proof for the periodic homogenization of the elastic torsion problem of an infinite 3dimensional rod with a multiply-connected cross section as well as for the general electroconductivity problem in the presence of many perfect conductors(arising in resistivity well-logging).Both problems fall into the general setting of equi-valued surfaces with corresponding assigned total fluxes.The unfolding method also gives a general corrector result for these problems.	Doina CIORANESCU Alain DAMLAMIAN Tatsien LI	2013	Chinese Annals of Mathematics,Series B2013，34，2：	0

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