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93篇 您的检索式:期刊名="J Diff Equations"
    题名 作者 年代 出处 被引量
1Global bifurcation from the eigenvalues of the p Laplacian显示文摘Del Pino M Manasevich R 1991J Diff Equations1991,92,2:1
2Multiple positive solutions for nonlinear third-order three-point boundary-value problems 显示文摘Guo L Sun J Zhao Y 2007Electronic J Diff Equations2007,2007,112:1
3Hopf's Lemma and Anti-maximum Principle in General Domains显示文摘Birindelli I 1995J Diff Equations1995,119,:1
4Decay estimates for fourth order wave equations显示文摘Levandosky P S 1998J Diff Equat1998,143,:1
5Decay estimates for fourth order wave equations显示文摘Levandosky P S 1998J Diff Equat1998,143,:1
6A note on the existence of multiple fixed points for multivalued maps with applications显示文摘Agarwal R P O'Regan D 2000J Diff Equations2000,16,2:1
7On Some Nonlinear Sturm-Liouville Problem显示文摘BRERSTYCKI H 1977J Diff Equations1977,26,:1
8On the self-adjoint extensions of symmetric ordinary differential operators in direct sum spaces显示文摘Fu S Z 1992J Diff Equations1992,100,2:1
9ω-limit sets for axiom a diffeomorphisms显示文摘BOWEN R 1975J Diff Equations1975,189,:1
10Unicity in an inverse problem for an unknown reaction term in a reation-diffusion-equation 显示文摘Duchateau P Rundell W 1985J Diff Equations1985,59,:1
11Generalized MHD equations 显示文摘Wu J 2003J Diff Equations2003,95,:1
12Uniform persistence and flows near a closed positively invariant set显示文摘Freedman H I Tang M X Ruan S G 1994J Dy-nam Diff Equat1994,6,:1
13Global existence and nonexistence theorem for quasilinear evolution equations of formally parabolic type显示文摘LEVINE H A PARK S SERRIN J 1998J Diff Equat1998,142,:1
14On J-self-adjoint extensions of J-symmetric ordina- ry differential operators 显示文摘SHANG Z 1988J Diff Equat1988,73,:1
15Generalized MHD equations 显示文摘Wu J H 2003J Diff Equations2003,195,:1
16Consequences of Topological Stability显示文摘 1984J Diff Equat1984,54,:1
17Decay estimates for fourth order wave equations显示文摘LEVANDOSKY P S 1998J Diff Equat1998,143,:1
18Limit cycles near homo- clinic and heteroclinicloops显示文摘Han M Yang J Tarta A 2008J Dyn Diff Equat2008,20,:1
19A generalized saddle point theorem 显示文摘LIU Jiaquan 1989J Diff Equat1989,82,:1
20Blow-up for quasilinear heat equations described by means of nonlinear Hamilton-Jacobi equations显示文摘GALAKTIONOV V A VZQUEZ J L 1996J Diff Equat1996,127,:1
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