We use cookies to distinguish you from other users and to provide you with a better experience on our websites. Close this message to accept cookies or find out how to manage your cookie settings.
An abstract is not available for this content so a preview has been provided. As you have access to this content, a full PDF is available via the ‘Save PDF’ action button.
1.Polosova, N. G.Anwendung elektronischer Rechenmaschinen zum Aufbau analytischer Bewegungstheorien der Planeten. Bjull. Inst. teor. Astr., 7, 8(91), 599, 1960.Google Scholar
2
2.Isvekov, V. A.Calculation of Minor Planet Ephemerides on the electronic calculator. Bjull. Inst. teor. Astr., 7, 9(92), 687, 1960.Google Scholar
3
3.Barteneva, O. N.Some auxiliary tables for integration by means of Cowell’s method. Bjull. Inst. teor. Astr., 7, 9(92), 729, 1960.Google Scholar
4
4.Pius, L. J.L’application de la méthode des orbites périodiques à l’étude du mouvement de Hecube. Bjull. Inst. teor. Astr., 8, 1(94), 11, 1961.Google Scholar
5
5.Lemekhova, E. N.New system of elements and tables of the motion of Jupiter’s X Satellite. Bjull. Inst. teor. Astr., 8, 2 (95), 103, 1961.Google Scholar
6
6.Shor, V. A.The use of high-speed computers for the solution of the restricted Three-Body problem by Hill-Brown method. Part II. A further calculation of the right-hand members of non-homogeneous equations and determination of the motion of the pericenter and node. Bjull. Inst. teor. Astr., 8, 3 (96), 165, 1961.Google Scholar
7
7.Shmakova, M. J.Numerical integration of the equations of motion of asteroids on the electronic machine “Ural”. Bjull. Inst. teor. Astr., 8, 3 (96), 242, 1961.Google Scholar
9.Shor, V. A.The use of high-speed computers for the solution of the retricted ThreeBody problem by Hill-Brown method. Part III. Calculation of the coefficients of inequalities. Bjull. Inst. teor. Astr., 8, 5 (98), 359, 1962.Google Scholar
10
10.Proskurin, W. F. et Isacovitch, L. A.Les lieux normaux du sixième satellite de Jupiter.Bjull. Inst. teor. Astr., 8, 6 (99), 421, 1962.Google Scholar
11
11.Orelskaya, V. I.On the correction of the equator and equinox position of the Fundamental Catalogues. Bjull. Inst. teor. Astr., 8, 9 (102), 660, 1962.Google Scholar
12
12.Proskurin, W. F.Les perturbations absolues de Ceres du second ordre par rapport aux masses perturbatrices. Trud. Inst. teor. Astr., 9, 3, 1962.Google Scholar
Bibliography
1
1.Khainina, F.B., Barteneva, O. N.The Motion of Comet Faye, III. The Orbit of Comet Faye from Observations during 1932-33, 1939-40, 1947-48, and 1954-55. Bjull. Inst. teor. Astr., 8, 3 (96), 229, 1961.Google Scholar
2
2.Antishina, K. I.Investigation of the Motion of Comet 1931 IV. Trud. Astro. Obs. of Kazan State University, no. 33, 1961.Google Scholar
3
3.Belous, L. M.Comet Bappu-Bok-Newkirk,UAI Circ. 1778, 1961.Google Scholar
4
4.Makover, S. G.Ephemeris of Periodic Comet Neujmin III for 1961. Astr. Cire. U.S.S.R.218; and UAI Circ. 1757.Google Scholar
5
5.Can, S. U.On the Identity of Comet 1951 X with other Comets. Bjull. Inst. teor. Astr., 8, 3 (96), 1961.Google Scholar
6
6.Makover, S. G.Ephemeris of Comet Encke. Astr. Cire. U.S.S.R.239, 1963.Google Scholar
7
7.Vorobjev, E. A.Comet Johnson, 1949 II-1956 IV. Astr. Cire. U.S.S.R.234, 1963.Google Scholar
8
8.Vorobjev, E. A.On the Possible Identity of Comets Barnard 1884 II and Johnson 1949 II-1956 IV. Astr. Cire. U.S.S.R. 241, 1963.Google Scholar
9
9.Demenko, A. A.Ephemeris of Comet 1963a Keya. Astr. Cire. U.S.S.R.237, 1963.Google Scholar
10
10.Vsekhsvyatsky, S. K.Observations of the Comet Humason 1961e. Astr. Circ. U.S.S.R.232, 1962.Google Scholar
11
11.Trutze, Iu., Nasyrov, G.Photographic Observations of Cornet Humason 1961e in Ashkhabad. Astr. Cire. U.S.S.R.231, 1962.Google Scholar
12
12.Perlin, F. H.Die Methode der Variation der willkürlichen Konstanten mit exzentrischer Anomalie als unabhängiger Variable. Bjull. Inst. teor. Astr., 8, 6 (99), 1962.Google Scholar
13
13.Kazimircak-Polonskaya, H. I.Application des méthodes d’intégration numérique en coordonnées rectangulaires spéciales aux recherches sur le mouvement planétocentrique des comètes. Bjull. Inst. teor. Astr., 8, 7 (100), 1962.Google Scholar
14
14.Kazimircak-Polonskaya, H. I.Méthodes différentielles pour tenir compte de divers effets dans les recherches sur le mouvement planétocentrique des comètes. Bjull. Inst. teor. Astr., 8, 7 (100), 487, 1962.Google Scholar
15
15.Galibina, I. V.The Investigation of Original and Future Orbits of Comets with Eccentricity near Unity. Bjull. Inst. teor. Astr., 9, 1 (104), 46, 1963; Bjull. Inst. teor. Astr., 6, 9 (82), 1958.Google Scholar
16
16.Levin, B.Yu.On the Structure of the Icy Cometary Nuclei. Astr. Cire. U.S.S.R.229, 1962.Google Scholar
17
17.Demenko, A. A.Some Results of the Study of the Types of Cometary Tails. Astr. Cire. U.S.S.R.233, 1963.Google Scholar
18
18.Vsekhsvyatsky, S. K.Absolute Magnitudes of 1954-1960 Comets. Astr. Zu., 39, 6, 1962.Google Scholar