Astrogeometry: Toward mathematical foundations

Author:

Finkelstein Andrei,Kosheleva Olga,Kreinovich Vladik

Publisher

Springer Science and Business Media LLC

Subject

Physics and Astronomy (miscellaneous),General Mathematics

Reference11 articles.

1. Arnold, V. I. (1978).Mathematical Methods of Classical Mechanics, Springer, New York.

2. Binney, J. (1989). Stellar dynamics, inEvolution of Galaxies: Astronomical Observations, I. Appenzeller, H. J. Habing, and P. Léna, eds., Springer, Berlin, pp. 95–146.

3. Finkelstein, A. M., Kosheleva, O., and Kreinovich, A. (1996). Astrogeometry: geometry explains shapes of celestial bodies, University of Texas at El Paso, Department of Computer Science, Technical Report UTEP-CS-96-18, April 1996; submitted toGeombinatorics [cs.utep.edu, loginanonymous, directorypub/reports, filetr96-18.tex].

4. Kosheleva, O. M., and Kreinovich, V. (1989). Astrogeometry, or geometrical investigation of forms of celestial bodies, Technical Report, Center for New Information Technology “Informatica”, Leningrad [in Russian].

5. Kosheleva, O. M., Kreinovich, V., and Finkelstein, A. M. (1982). Group-theoretic approach to foundations of space-time theory, inProceedings of the Symposium on Global Geometry and Foundations of Relativity, Novosibirsk, 1982, pp. 76–78 [in Russian].

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