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    1 research outputs found

    The type numbers of closed geodesics

    Author
    1. A. Bahri
    2. A. Borel
    3. A. Nabutovsky
    4. A.B. Katok
    5. A.I. Fet
    6. A.S. Schwarz
    7. A.V. Pajitnov
    8. D. Gromoll
    9. D.V. Anosov
    10. D.V. Anosov
    11. D.V. Anosov
    12. D.V. Anosov
    13. G. Contreras
    14. H. Seifert
    15. H.-B. Rademacher
    16. H.-B. Rademacher
    17. H.-B. Rademacher
    18. I. A. Taimanov
    19. I.A. Taimanov
    20. I.A. Taimanov
    21. I.A. Taimanov
    22. I.A. Taimanov
    23. J. Franks
    24. J. Milnor
    25. L.A. Lusternik
    26. L.A. Lusternik
    27. L.S. Pontryagin
    28. L.S. Pontryagin
    29. M. Farber
    30. M. Gromov
    31. M. Morse
    32. M. Vigué-Poirrier
    33. N. Hingston
    34. P.G. Grinevich
    35. R. Bott
    36. R. Bott
    37. S.I. Al’ber
    38. S.P. Novikov
    39. S.P. Novikov
    40. S.P. Novikov
    41. S.P. Novikov
    42. S.P. Novikov
    43. V. aBngert
    44. V. Bangert
    45. V. Bangert
    46. V. Bangert
    47. V. Ginzburg
    48. V.I. Arnold
    49. V.L. Ginzburg
    50. V.S. Guba
    51. V.V. Kozlov
    52. W. Ballmann
    53. W. Ballmann
    54. W. Ballmann
    55. W. Ballmann
    56. W. Ballmann
    57. W. Klingenberg
    58. W. Klingenberg
    59. W. Klingenberg
    60. W. Ziller
    61. Y. Long
    62. Y. Long
    63. Y. Long
    Publication venue
    'Pleiades Publishing Ltd'
    Publication date
    01/01/2010
    Field of study
    Full text link
    A short survey on the type numbers of closed geodesics, on applications of the Morse theory to proving the existence of closed geodesics and on the recent progress in applying variational methods to the periodic problem for Finsler and magnetic geodesicsComment: 29 pages, an appendix to the Russian translation of "The calculus of variations in the large" by M. Mors
    arXiv.org e-Print Archive
    Crossref
    MPG.PuRe
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