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Literatura

1. Shefer V. A. Linearizaciya i regulyarizaciya uravnenii keplerovskogo dvizheniya s pomosh'yu integralov // Astron. zhurn. 1991. T. 68. P. 197-205.

2. Silver M. A. A Short Derivation of the Sperling-Burdet Equations // Cel. Mech. 1975. Vol. 11 (4). P. 339-341.

3. Stiefel E. L., Scheifele G. Linear and Regular Celestial Mechanics. Springer-Verlag, Berlin; Heidelberg; New York. 1971.

4. Baumgarte J, Stiefel E. Examples of Transformations Improving the Numerical Accuracy of the Integration of Differential Equations // Lect. Notes in Math. 1974. Vol. 362. P. 207-236.

5. Encke J. F. ..Uber eine neue Methode der Berechung der Planetenst..orungen // Astr. Nach. 1852. Vol. 33. P. 377-398.

6. Bordovitsyna T., Avdyushev V., Chernitsov A. New Trends in Numerical Simulation of the Motion of Small Bodies of the Solar System // Cel. Mech. 2001. Vol. 80 (3). P. 227-247.

7. Baumgarte J. Numerical Stabilization of the Differential Equations of Keplerian Motion // Cel. Mech. 1973. Vol. 5 (4). P. 490-501.

8. Avdyushev V. Numerical Stabilization of Orbital Motion // Cel. Mech. 2003. Vol. 87 (4). P. 383-409.



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