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23篇 您的检索式：作者名="CIRSTEA F"

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	题名	作者	年代	出处	被引量
1	Feedback and cognition in armmotor skill reacquisition after stroke 显示文摘	Cirstea C M Ptito A Levin M F	2006	Stroke2006，37，5：	1
2	General uniqueness results and variation speed for blow-up solutions of elliptic equa- tions显示文摘	CIRSTEA F DU Y	2005	Proc London Math Soc2005，91，：	1
3	General uniqueness results and variation speed for blow-up solutions of elliptic equations显示文摘	Cirstea F C Du Y H	2005	ProcLondon Math Soc2005，91，45：	1
4	Uniqueness of the blow-up boundary solution of logistic equation with absorption显示文摘	Cirstea F C RSdulescu V	2002	C R AcadSci Paris Ser I2002，335，44：	1
5	Existence and NonExistence Results for a Quasilinear Problem with Nonlinear Boundary Condition显示文摘	CIRSTEA F C S RADULESCU V	2000	J Math AnalAppl2000，244，1：	1
6	Boundary blow-up in nonlinear elliptic equations of Bieberach-Rademacher type显示文摘	Cirstea F C RSdulescu V	2007	Trans AmerMath Soc2007，，：	1
7	Asymptotic behavior of solutions of semilinear elliptic equations near an isolated singularity显示文摘	Cirstea F C Du Y H	2007	Journal of Functional Analysis2007，，250：	1
8	Existence Implies Uniqueness of Singular Anisotropic Elliptic Boundary-Value Problems显示文摘	Cirstea F St Radulescu V D	2001	Mathematical Method in the Applied Sciences2001，24，11：	1
9	Isolated singularities for weighted qua-silinear elliptic equations显示文摘	Cirstea F C Du Y H	2010	Journal of Functional Analysis2010，，259：	1
10	Uniqueness of the blow-up boundary solution of logistic equations with absorbtion 显示文摘	Cirstea F Radulescu V D	2002	C R Acad Sci Paris2002，335，：	1
11	Asymptotics for the blow-up boundary solution of the logistic equation with absorption显示文摘	Cirstea F Radulescu V D	2003	C R Acad Sci Paris2003，336，：	1
12	Solutions with boundary blow-up for a class of nonlinear elliptic problems 显示文摘	Cirstea F Radulescu V D	2003	Houston J Math2003，29，：	1
13	Explosive solutions of elliptic equations with absorption and nonlinear gradient term 显示文摘	Cirstea F Niculescu C Radulescu V D	2002	Proc Indian Acad Sci Math2002，112，：	1
14	Entire solutions blowing up at infinity for semilinear elliptic systems显示文摘	Cirstea F Radulescu V	2002	J Math Pures Appl2002，81，：	1
15	Existence implies uniqueness for singular anisotropic elliptic boundary-value problems显示文摘	Cirstea F St Radulescu V D	2001	Mathematical Method in the Applied Sciences2001，24，：	1
16	Existence and uniqueness of positive solutions to a semilinear elliptic problem in R^n显示文摘	CIRSTEA F C S RADULESCU V RADULESCU	1999	J Math Anal Appl1999，229，：	1
17	Entire solutions blowing up at intinity for semilinear elliptic systems显示文摘	Cirstea F Radulescu V	2002	Math Pures Appl2002，81，：	1
18	Uniqueness of the blow-up boundary solution of logistic equation with absorption显示文摘	Cirstea F C Radulescu V D	2002	C R Acad Sci Paris Set I2002，335，5：	1
19	Solutions with boundary blow- up for a class of nonlinear elliptic problems 显示文摘	Cirstea F C Radulescu V D	2003	Houston J Math2003，29，3：	1
20	General uniqueness results and variation speed for blow-up solutions of elliptic equations显示文摘	CIRSTEA F DU Y	2005	Proc London Math Soc2005，91，：	1

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