Periodic solutions of quadratic lagrangian systems on $p$-convex sets

 Access to full text

 Full (PDF)

1. [1] Benci ( V.) .— Periodic solutions of Lagrangian systems on a compact manifold, J. Differential Equations63 (1986), pp. 135-161. Zbl0605.58034MR848265
2. [2] Canino ( A.) .— On p-convex sets and geodesics, J. Differential Equations75 (1988), pp. 118-157. Zbl0661.34042MR957011
3. [3] Canino ( A.) . — Existence of a closed geodesic on p-convex sets, Ann. Inst. H. Poincaré, Anal. Non Linéaire5 (1988), pp. 501-518. Zbl0698.58017MR978669
4. [4] Canino ( A.) . — Local properties of geodesics on p-convex sets, Ann. Mat. Pura Appl., (in press). Zbl0767.53033MR1145087
5. [5] Canino ( A.) .— Periodic solutions of Lagrangian systems on manifolds with boundary, Nonlinear Anal., 16 (1991), pp. 567-586. Zbl0721.58039MR1094319
6. [6] Chobanov ( G.), Marino ( A.) and Scolozzi ( D.) .— Evolution equation for the eigenvalue problem for the Laplace operator with respect to an obstacle, Rend. Accad. Naz. Sci. XL Mem. Mat.5, (in press). Zbl0729.35088MR1106575
7. [7] Chobanov ( G.), Marino ( A.) and Scolozzi ( D.) .— Multiplicity of eigenvalues for the Laplace operator with respect to an obstacle and non tangency conditions, Nonlinear Anal.15 (1990), pp. 199-215. Zbl0716.49009MR1065252
8. [8] De Giorgi ( E.), Degiovanni ( M.), Marino ( A.) and Tosques ( M.) .— Evolution equations for a class of nonlinear operators, Atti Accad. Naz. Lincei Rend. Cl. Sci. Fis. Mat. Natur. (8) 75 (1983), pp. 1-8. Zbl0597.47045MR780801
9. [9] De Giorgi ( E.), Marino ( A.) and Tosques ( M.) .— Problemi di evoluzione in spazi metrici e curve di massima pendenza, Atti Accad. Naz. Lincei Rend. Cl. Sci. Fis. Mat. Natur. (8) 68 (1980), pp. 180-187. Zbl0465.47041MR636814
10. [10] Degiovanni ( M.) .— Homotopical properties of a class of nonsmooth functionsAnn. Mat. Pura Appl. (4) 156 (1990), pp. 37-71. Zbl0722.58013MR1080210
11. [11] Degiovanni ( M.), Marino ( A.) and Tosques ( M.) .— Evolution equations with lack of convexity, Nonlinear Anal.9 (1985), pp. 1401-1443. Zbl0545.46029MR820649
12. [12] Fadell ( E.) and Husseini ( S.) .— A note on the category of the free loop space, Proc. Amer. Math. Soc.107 (1989), pp. 527-536. Zbl0676.58019MR984789
13. [13] Fadell ( E.) and Husseini ( S.) .— Extending Serre's theorem on the category of loop spaces, Preprint, 1990. Zbl0756.55008MR1137900
14. [14] Marino ( A.) and Scolozzi ( D.) .— Geodetiche con ostacolo, Boll. Un. Mat. Ital.B (6) 2 (1983), pp. 1-31. MR698480
15. [15] Scolozzi ( D.) .— Esistenza e molteplicità di geodetiche con ostacolo e con estremi variabili, Ricerche Mat.33 (1984), pp. 171-201. Zbl0592.53040
16. [16] Scolozzi ( D.) . — Un teorema di esistenza di una geodetica chiusa su variatà con bordo, Boll. Un. Mat. Ital.A (6) 4 (1985), pp. 451-547. 
17. [17] Scolozzi ( D.) . — Molteplicità di curve con ostacolo e stazionarie per una classe di funzionali non regolari, Preprint n° 69, Dip. Mat. Pisa, 1984. 
18. [18] Scolozzi ( D.) . — Esistenza di una curva chiusa stazionaria e con ostacolo, Preprint n° 70, Dip. Mat. Pisa, 1984. 
19. [19] Serre ( J.P.) .— Homologie singulière des espaces fibrés, Ann. of Math.54 (1951), pp. 425-505. Zbl0045.26003MR45386