By Antonio Ambrosetti (auth.), J. P. Aubin C.E.R.E.M.A.D.E., A. Bensoussan C.E.R.E.M.A.D.E., I. Ekeland C.E.R.E.M.A.D.E. (eds.)

ISBN-10: 0817631305

ISBN-13: 9780817631307

ISBN-10: 146846728X

ISBN-13: 9781468467284

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FORTUNADO, Un teorema di molteplicita per un'equazione ellittica non lineare su varieta simmetriche, Proceedings of the Symposium "Metodi 42 asintotici e topologici in problem diff. non lineari", L 'Aquila (1981). [ BF2 1 V. BENCI - D. FORTUNADO, The dual method in critical point theory. Multiplicity results for indefinite functionals, to appear in Ann. Mat. Pur a e Applicata. [ BR 1 V. H. RABINOWITZ, Critical point theorems for indefinite functionals, Inv. , [ BCN 1 H. M. CORON - L. NIRENBERG, ~ (1979), 336-352.

1 under the additional hypothesis (I. 13) {(~,h) We can suppose C := {~E~2N ho = E epi H : h I , > ho } <\7H(~),~> ;;;. is strictly convex 8H(~) if H(~);;;' H(~)"';;; I} strictly convex. Let us define ~(~) if H(~/t) = I • with 2

EKELAND, Hamiltonian trajectories having prescribed minimal period, comm. Pure Appl. , 33, (1980), 103-116. [ E l l . EKELAND, Periodic solutions of Hamiltonian equations and a theorem of P. Rabinowitz, J; Diff. , 34, (1979), 523-534. R. FADELL - S. H. RABINOWITZ, Borsuk-Ulam theorems for arbitrary SI actions and applications, Math. Research Center Technical Summary Report, University of Wisconsin-Madison, 1981. R. H. RABINOWITZ, Generalized cohomological index theories for Lie "group actions with an application to bifurcation questions for Hamiltonian systems, Inv.

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Advances in Hamiltonian Systems by Antonio Ambrosetti (auth.), J. P. Aubin C.E.R.E.M.A.D.E., A. Bensoussan C.E.R.E.M.A.D.E., I. Ekeland C.E.R.E.M.A.D.E. (eds.)


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