[Belikov M. V. (1990): Methods of numerical integration with uniform and mean square approximation for solving problems of ephemeris astronomy and satellite geodesy, Manus. Geod., 15, No4, pp. 182-200.]Search in Google Scholar
[Bretagnon P., Francou G., Rocher P., Simon J. L. (1998): SMART97: A new solution for the rotation of the rigid Earth, A&A 329, pp. 329-338.]Search in Google Scholar
[Eckhardt D. H. (1981): Theory of Libration of the Moon, The Moon and the planets, 25, pp. 3-49.]Search in Google Scholar
[Eroshkin G. I., Taibatorov K. A., Trubitsina A. A. (1993): Constructing the specialized numerical ephemerides of the Moon and the Sun for solving the problems of the Earth's artificial satellite dynamics, ITA RAS, Preprint No 31, (in Russian).]Search in Google Scholar
[Eroshkin G. I., Pashkevich V. V. (1997): Numerical Simulation of the Rotational Motion of the Earth and Moon, Dynamics and Astrometry of Natural and Artificial Celestial Bodies, IAU Colloquium 165 (I. M. Wytrzyszczak, J. H.Lieske, R. A. Feldman, eds), Kluwer, Dordrecht, pp. 275-280.]Search in Google Scholar
[Moons M. (1982): Physical Libration of the Moon, Celest. Mech., 26, pp. 131-142.]Search in Google Scholar
[Moons M. (1984): Planetary Perturbations on the Libration of the Moon, Celest. Mech., 34, pp. 263-273.]Search in Google Scholar
[Pashkevich V. V., Eroshkin G. I. (2005): Choice of the optimal spectral analysis scheme for the investigation of the Earth rotation problem, in Proc. of Journees 2005: Earth dynamics and reference systems: five years after the adoption of the IAU 2000 Resolutions (Space Research Centre of Polish Academy of Sciences, Warsaw, Poland, 19-21 September 2005), pp. 105-109.]Search in Google Scholar
[Pešek I. (1982): An Effect of the Earth's Flattening on the Rotation of the Moon, Bull. Astron. Inst. Czechosl., 33, pp. 176-179.]Search in Google Scholar
[Newhall X X and Williams J. G. (1997): Estimation of the lunar physical librations, Celestial Mechanics and Dynamical Astronomy 66, pp. 21-30.]Search in Google Scholar