Nonlinear analysis. New arguments and results. II.
- Volume: 77, Issue: 1-2, page 13-20
- ISSN: 1120-6330
Access Full Article
topAbstract
topHow to cite
topReferences
top- CESARI, L. - (a) Functional analysis and periodic solutions of nonlinear differential equations. «Contributions to Differential Equations» 1, Wiley1963, 149-187; Zbl0132.07101MR151678
- CESARI, L. - (b) Functional Analysis and Galerkin's method. «Mich. Math. J.», 11, 1964, 335-414; Zbl0192.23702MR173839
- CESARI, L. - (c) Nonlinear Analysis, «Lecture Notes», CIME, Bressanone 1972; Cremonese, Roma1973, pp. 1-90; Zbl0268.34001MR407672
- CESARI, L. - (d) Alternative method, finite elements, and analysis in the large. Proc. Uppsala Intern. Conference on Differential Equations, Uppsala1977, 11-25; Zbl0375.47035MR493557
- CESARI, L. - (e) Functional analysis, nonlinear differential equations, and the alternative method. «Nonlinear Functional Analysis, and Differential Equations». ( Cesari, Kannan, and Schuur, eds.) Dekker, New York, 1976, pp. 1-197; Zbl0343.47038MR487630
- CESARI, L. - (f) Nonlinear oscillations across a point of resonance for nonselfadjoint systems, «J. Diff. Equations», 28, 197843-59. Zbl0395.34034MR477909
- CESARI, L. and BOWMAN, T.T. - Existence of solutions to nonself adjoint boundary value problems for ordinary differential equations. «Nonlinear Analysis». To appear. Zbl0534.34026MR813654DOI10.1016/0362-546X(85)90031-8
- CESARI, L. and KANNAN, R. - (a) Functional analysis and nonlinear differential equations. «Bull. Amer. Math. Soc.», 79, 1973, 1216-1219; Zbl0278.47039MR333861
- CESARI, L. and KANNAN, R. - (b) An abstract existence theorem at resonance, «Proc. Amer. Math. Soc.», 63, 1977, 221-225; Zbl0361.47021MR448180
- CESARI, L. and KANNAN, R. - (c) Solutions of nonlinear hyperbolic equations at resonance, "Nonlinear Analysis" , 6, 1982, 751-805. Zbl0495.35007MR671720DOI10.1016/0362-546X(82)90063-3
- CESARI, L. and KANNAN, R. - (d) Periodic solutions of nonlinear wave equations, «Arch. Rat. Mech. Anal.», 82, 1983, 295-312. Zbl0521.35037MR695534DOI10.1007/BF00250554
- CESARI, L. and PUCCI, P. - (a) Global periodic solutions of the nonlinear wave equation. «Arch. Rat. Mech. Anal.», to appear; Zbl0579.35056MR786546DOI10.1007/BF00276871
- CESARI, L. and PUCCI, P. - (b) Existence theorems for nonself adjoint semilinear elliptic boundary value problems. «Nonlinear Analysis», to appear. Zbl0535.35026MR813655DOI10.1016/0362-546X(85)90032-X
- DAS, A.G. and LAHIRI, B.K. - Dirichlet series solutions of differential equations, «Rend. Circ. Mat. Palermo», 33, 1984, no. 3. Zbl0557.34006MR779945DOI10.1007/BF02844504
- HALE, J.K., Applications of Alternative Problems. «Lecture Notes, Brown Univ.», 1971.
- HARRIS, W.A., SIBUYA, Y. and WEINBERG, L. - Holomorphic solutions of linear differential systems at singular points. «Arch. Rat. Mech. Anal.», 35, 1969, 245-248. Zbl0227.34003MR247163
- LANDESMAN, E.M. and LAZER, A.C. - Nonlinear perturbations of linear elliptic boundary value problems at resonance. «J. Math. Mech.», 19, 1970, 609-623. Zbl0193.39203MR267269
- LOCKER, J. - (a) An existence analysis for nonlinear equations in Hilbert spaces, «Trans. Amer. Math. Soc.», 128, 1967, 403-413; Zbl0156.15802MR215142
- LOCKER, J.(b) An existence analysis for nonlinear boundary value problems, «SIAM J. Appl. Math.», 19, 1970, 199-207. Zbl0203.14102MR265669
- SHAW, H. - A non linear elliptic boundary value problem at resonance. «J. Diff. Equations», 26, 1977, 335-346. Zbl0341.35039
- WILLIAMS, S. - (a) A connection between the Cesari and Leray-Schauder methods, «Mich. Math. J.», 15, 1968, 441-448; Zbl0174.45601MR236791
- WILLIAMS, S. - (b) A sharp sufficient condition for solutions of a non linear elliptic boundary value problem. «J. Diff. Equations», 8, 1970, 580-586. Zbl0209.13003MR267267