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- Bowell and Muinonen 1992
- Bowell, E. and
K. Muinonen, 1992 The end of the world; an orbital uncertainty
analysis of a close asteroid encounter, BAAS 24, 965.
- Butcher 1987
- Butcher, J. C. 1987. The
Numerical Analysis of Ordinary Differential Equations. J. Wiley
& Sons, pp. 209-237.
- Everhart 1985
- Everhart, E. 1985. An efficient
integrator that uses Gauss-Radau spacings, in Dynamics of
comets: their origin and evolution (A. Carusi and G. B. Valsecchi, Eds.),
pp. 185-202, Reidel.
- Gauss 1809
- Gauss, C. F. 1809. Theoria motus
corporum coelestium in sectionis conicis solem ambientum,
Hamburg; also in Werke, siebenter band, Olms verlag, 1981.
- Jazwinski 1970
- Jazwinski, A. H. 1970. Stochastic Processes and Filtering Theory. Academic Press.
- Milani 1999
- Milani, A. 1999. The
Identification Problem I: recovery of lost asteroids,
Icarus, in press.
- Milani et al. 1998
- Milani, A., A. La Spina, and
M. E. Sansaturio 1998. The Asteroid Identification Problem III:
Proposing Identifications, submitted to Icarus.
- Muinonen 1999
- Muinonen, K. 1999. Asteroid and
comets encounters with the Earth. In The dynamics of the
small bodies of the solar system: A major key to solar system
studies (A. E. Roy and B. Steves, Eds.), Kluwer Academic Publ.,
pp. .
- Muinonen and Bowell 1993
- Muinonen, K., and
E. Bowell 1993. Asteroid orbit determination using Bayesian
probabilities. Icarus 104, 255-279.
- Öpik 1976
- Öpik, E. J. 1976. Interplanetary Encounters Elsevier.
- Yeomans and Chodas 1994
- Yeomans, D. K. and
P. Chodas 1994. Predicting close approaches of asteroids and
comets to Earth, in Hazards due to Comets and Asteroids,
(T. Gehrels, Matthews, M.S. and Schumann, A.M. Eds.), pp.
241-258, University of Arizona press.
Andrea Milani
2000-06-21