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36篇 您的检索式:作者名="GOSSEZ"
    题名 作者 年代 出处 被引量
1Some geometric properties related to the fixed point theory for nonexpansive mappings显示文摘GOSSEZ J P DOZO E L 1972Pacfic J Math1972,40,3:1
2Strict monotonicity of eigen- values and unique continuation显示文摘Figueiredo D G Gossez J P 1992Comm Partial Differ- ential Equations1992,17,1:1
3Periodic solutions of a second order ordinary differential equation: a necessary and sufficient condition for 显示文摘Gossez J P Omari P 1991Journal of Differential Equations1991,94,1:1
4Strict monotonicity of eigenvalues and unique continuation显示文摘FIGUEIREDO D G GOSSEZ J P 1992Comm P D E1992,17,:1
5Strict monotonicity of eigenvalues and unique continuation 显示文摘FIGUEIREDO D G GOSSEZ J P 1992Commun Part Diff Eq1992,17,:1
6Periodic solutions of a second order ordinary differential equation: a necessary and sufficient condition for nonresonance显示文摘Gossez J P Omari P 1991J Differential Equations1991,94,:1
7Some geometric properties related to the fixed point theory for nonexpansive mappings 显示文摘 LAMI DOZO E 1972Pacific J Math1972,40,:1
8Strict monotonicity of eigenvalues and unique continuation显示文摘Figueiredo D G Gossez J P 1992Communications in Patial Differential Equations1992,17,:1
9Strongly nonlinear elliptic problems near resonance: a variational approach显示文摘Aomar Anane Jean-Pierre Gossez 1990Communications in Partial Differential Equations1990,,8:1
10Asymmetric elliptic problems in IRn 显示文摘Gossez J P Leadi L 2006Electronic Journal of Differential Equations2006,14,:1
11Local superlinearity and sublinearity for indefinite semilinear elliptic problems显示文摘FIGUEIREDO D G GOSSEZ J P UBILLA P 0,,:1
12Strict monotonicity of eigenvalues and unique continuation显示文摘FIGUEIREDO D G GOSSEZ J P 1992Commun Part Diff Eq1992,17,:1
13Local 'superlinearity” and 'sublinearity” for the p-Laplacian显示文摘FIGUEIREDO D G GOSSEZ J P UBILLA P 0,,:1
14Multiplicity results for a family of semilinear elliptic problems under lo-cal superlinearity and sublinearity显示文摘FIGUEIREDO D G GOSSEZ J P UBILLA P 0,,02:1
15Local superlinearity and sublinearity for indefinite semilinear elliptic problems 显示文摘Figueiredo D D Gossez J Ubilla P 2003J Funct Anal2003,199,:1
16Periodic solutions of a second order ordinary differential equation: a necessary and suf- ficient condition for nonresonanee 显示文摘GOSSEZ J P OMARI P 1991J Differ Eqs1991,94,1:1
17Periodic solutions of a second order ordinary differential equation: A necessary and sufficient condition for nonresonance显示文摘Gossez J P Omari P 199194:67-821991,94,:1
18Strict monotonicity of eigen- values and unique continuation 显示文摘Figuelredo D G Gossez J P 1992Commun Part Diff Eq1992,17,:1
19Periodic solutions of a second order ordinary differential equation: a necessary and sufficient condition for nonresonance显示文摘 Omari P 1991J Differential Equations1991,94,:1
20Periodic solutions of a second order ordinary differential equation: a necesary and sufficient condition for nonresonance 显示文摘Gossez J P Pmari P 1991J Diff Equs1991,94,:1
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