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7. Commission de la Mecanique Celeste

Published online by Cambridge University Press:  16 November 2021

Abstract

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Type
Part 3 Reports of meetings of Commissions Comptes rendus des seances des Commissions
Information
Transactions of the International Astronomical Union , Volume 12 , Issue 2 , 1966 , pp. 110 - 120
Copyright
Copyright © Academic Press 1966 

References

1. Rabe, E. ‘Elements of a Theory of Librational Motions in the Elliptical Restricted Problem’. Proceedings of the Summer Seminar in Space Mathematics, held at Cornell University, July/ August 1963 (in print).Google Scholar
1. Kustaanheimo, P. E. Publ. astr. Obs. Helsinki, no. 102, 1964.Google Scholar
2. Kustaanheimo, P. E., Stiefel Publ. astr. Obs. Helsinki. Preprint 1964.Google Scholar
Proc. nat. Acad. Sci. U.S.A., 51, 711, 1964.Google Scholar
1. Birkhoff, G. D. Re. Circ. mat. Palermo, 39, 1, 1915.Google Scholar
2. Szebehely, V. Astr. J., 69, 309, 1964.Google Scholar
1. Kevorkian, J. IAU Symp. no. 25, ‘The theory of orbits in the solar system and in stellar systems’, Thessaloniki, 1964.Google Scholar
2. King-Hele, D. G. et al. Proc. R. Soc., A257, 224, 1960; A264, 88, 1961; A267, 541, 1962; A270, 562, 1962; A275, 357, 1963.Google Scholar
3. Groves, G. V. Proc. R. Soc., A254, 48, 1960.Google Scholar
4. Allan, R. R. Planet, and Space Sci., 11, 1325, 1963.Google Scholar
5. Cook, A. H. Geophys. J., 4, 53, 1961.Google Scholar
6. MacMillan, W. D. Trans. Am. math. Soc., 11, 55, 1910.Google Scholar
1. Kozai, Y. Smithson. Astrophys. Obs. Sp. Rep. no. 101, 1962.Google Scholar
2. King-Hele, D. G., Cook, G. E., Rees, J. M. Geophys. J., 8, 119, 1963.Google Scholar
3. Kozai, Y. ‘New determination of zonal harmonic coefficients in the Earth’s gravitational potential’. Presented at COSPAR, Florence 1964.Google Scholar
4. King-Hele, D. G., Cook, G. E. ‘The even zonal harmonics in the Earth’s gravitational potential’. Presented at COSPAR, Florence 1964, Geophys. J. (in press).Google Scholar
5. Cook, A. H. ‘On the determination of the even zonal harmonics in the external gravitational potential of the Earth’. Submitted to Geophys. J. 1964.Google Scholar
1. Cesco, R. P. ‘Some theorems and results in the three-body problem’ Proc. of the Intern. Meeting on Problems of Astrometry and Celestial Mechanics., La Plata, Argentina, pp. 81–92 1961.Google Scholar
2. Cesco, R. P. ‘On the general solution of the problem of three bodies’ (in Spanish) Obs. Astr. La Plata, Ser. Astronomica, 25, no. 4, 30 p., 1963.Google Scholar