1. Preface

   • Jean Chapront
   • Jacques Henrard
   • Dieter Schmidt

   EditorialNotes Pages: 2 - 3

2. Delaunay normalisations

   • André Deprit

   Part I: Perturbation Theory Pages: 9 - 21

3. Computer implementation of an algorithm for the quadratic analytical solution of Hamiltonian systems

   • R. A. Howland

   Part I: Perturbation Theory Pages: 23 - 23

4. Asymptotic series for planetary motion in periodic terms in three dimensions

   • P. J. Message

   Part I: Perturbation Theory Pages: 25 - 39

5. Strongly perturbed quasi-periodic dynamical systems

   • Anand Sivaramakrishnan
   • William H. Jefferys

   Part I: Perturbation Theory Pages: 41 - 49

6. Progress in the analytical theories for the orbital motion of the Moon

   • Michelle Chapront-Touze

   Part II: Motion of the Moon Pages: 53 - 62

7. The ELP solution for the main problem of the moon and some applications

   • Michelle Chapront-Touze

   Part II: Motion of the Moon Pages: 63 - 69

8. Comparison of sale with numerical integration

   • Hiroshi Kinoshita

   Part II: Motion of the Moon Pages: 71 - 73

9. The main problem of lunar theory solved by the method of Brown

   • Dieter S. Schmidt

   Part II: Motion of the Moon Pages: 75 - 75

10. New approach to determining planetary perturbations in lunar theory

    • V. A. Brumberg
    • T. V. Ivanova

    Part II: Motion of the Moon Pages: 77 - 81

11. Planetary perturbations of the Moon in ELP 2000

    • Jean Chapront
    • Michelle Chapront-Touze

    Part II: Motion of the Moon Pages: 83 - 94

12. Perturbations by the oblateness of Earth and Moon

    • J. Henrard

    Part II: Motion of the Moon Pages: 95 - 95

13. Perturbations by the oblateness of the Earth and by the planets in the motion of the Moon

    • Yoshio Kubo

    Part II: Motion of the Moon Pages: 97 - 112

14. Comments about the direct perturbations of Venus and Mars on the Moon's motion

    • D. Standaert

    Part II: Motion of the Moon Pages: 113 - 119