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Méthodes Variationnelles et Applications `a Quelques Probl`emes d ...

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[Str1] Struwe M., The existence of surfaces of constant mean curvature with free boundaries,<br />

Acta Math., 160, (1988), 19-64.<br />

[Str2] Struwe M., Existence of periodic solutions of Hamiltonian systems on almost every<br />

energy surface, Bol<strong>et</strong>im Soc. Bras. Mat., 20 (1990), 49-58.<br />

[Str3] Struwe M., Variational M<strong>et</strong>hods, Springer, Second Edition, (1996).<br />

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Boll<strong>et</strong>ino UMI Nuova serie Sezione Scientifica I-vol (1997).<br />

[Stu1] Stuart C.A., Bifurcation from the continuous spectrum in L 2 - theory of elliptic<br />

equations on R N , Recent M<strong>et</strong>hods in Nonlinear Analysis and <strong>Applications</strong>, Liguori,<br />

Napoli, (1981).<br />

[Stu2] Stuart C.A., Bifurcation from the essential spectrum, Equadiff 82, (eds H.W.<br />

Knobloch and K. Schmitt), Lecture notes in Mathematics 1017 (Springer, berlin,<br />

1983), 573-596.<br />

[Stu3] Stuart C.A., Bifurcation in L p (R N ) for a semilinear elliptic equation, Proc. London<br />

Math. Soc., 57, (1988), 511-541.<br />

[Stu4] Stuart C.A., Bifurcation from the essential spectrum for some non-compact nonlinearities,<br />

Math. M<strong>et</strong>hods in the Applied Sciences, 11, (1989), 525-542.<br />

[Stu5] Stuart C.A., Bifurcation into spectral gaps, Société Mathématique de Belgique,<br />

(1995).<br />

[SZ1] Stuart C.A. <strong>et</strong> Zhou H.S., A variational problem related to self-trapping of an<br />

electromagn<strong>et</strong>ic field, Math. M<strong>et</strong>hods in the Applied Sciences, 19, (1996), 1397-1407.<br />

[SZ2] Stuart C.A. <strong>et</strong> Zhou H.S., Existence of guided cylindrical TM-modes in a Homogeneous<br />

Self-focusing Dielectric, Preprint.<br />

[SZ3] Stuart C.A. <strong>et</strong> Zhou H.S., Applying the Mountain-Pass Theorem to an asymtotically<br />

linear elliptic equation on R N , Com. P.D.E., to appear.<br />

[Tan1] Tanaka K., Homoclinic orbits for a singular second order Hamiltonian system,<br />

Ann. Inst. H. Poincaré: Analyse Non Linéaire, 7, (1990), 427–438.<br />

[Tan2] Tanaka K., Homoclinic orbits in a first order superquadratic Hamiltonian system:<br />

Convergence of subharmonic orbits, J. Diff. Eq., 94, (1991), 315–339.<br />

[Tan3] Tanaka K., A note on the existence of multiple homoclinic orbits for a perturbed<br />

radial potential, Nonlinear Diff. Eq. Appl., 1, (1994), 149-162.<br />

[Ta] Tarantello G., On nonhomogeneous elliptic equations involving critical Sobolev exponent,<br />

Ann. Inst. H. Poincaré Anal. non-lin., 9, (1992), 281-304.<br />

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