References
- Vigo-Aguiar , J. and Ferrandiz , J. M. 1998 . A general procedure for the adaptation of multistep algorithms to the integration of oscillatory problems . Siam Journal on Numerical Analysis , 35 : 1684 – 1708 .
- Vigo-Aguiar , J. and Simos , T. E. 2002 . Family of twelve steps exponential fitting symmetric multistep methods for the numerical solution of the Schrodinger equation . Journal of Mathematical Chemistry , 32 : 257 – 270 .
- Brower , D. and Clemence , G. M. 1965 . Celestial Mechanics , New York : Academic Press .
- Chapront , J. , Bretagnon , P. and Mehl , M. 1975 . Une formulaire pour le calcul des perturbations d'ordres élevés dans les problemès planétaires . Celestial Mechanics , 11 : 379 – 399 .
- Abramovitz , M. and Stegun , A. 1972 . Handbook of Mathematical Functions , New York : Dover Publications .
- Ferrándiz , J. M. , Ferrer , S. and Sein-Echaluce , M. L. 1987 . Generalized elliptic anomalies . Celestial Mechanics , 40 : 315 – 328 .
- Nacozy , P. 1977 . The intermediate anomaly . Celestial Mechanics , 16 : 309 – 313 .
- Tisserand , F. F. 1896 . Traité de Mecanique Celeste , Paris : Gauthier-Villars .
- Brumberg , V. A. 1995 . Analytical Techniques of Celestial Mechanics , Berlin : Springer-Verlag .
- Brumberg , V. A. and Brumberg , E. V. 2001 . Elliptic anomaly in constructing long-terms and short-term dynamical theories . Celestial Mechanics , 80 : 159 – 166 .
- Levallois , L. L. and Kovalewsky , J. 1971 . Geodesie Generale , Vol. 4 , Paris : Eyrolles .
- Brumberg , V. A. and Fukushima , T . 1994 . Expansions of elliptic motion based on elliptic functions theory . Celestial Mechanics , 60 : 1 – 36 .
- López , J. A. and Barreda , M. 2007 . A formulation to obtain semi-analytical planetary theories using true anomalies as temporal variables . Journal of Computational and Applied Mathematics , 204 : 74 – 83 .
- López , J. A. , Barreda , M. and Artes , J. 2006 . Integration algorithms to construct semi-analytical planetary theories . WSEAS Transactions on Mathematics , 6 : 609 – 614 .
- Kovalewsky , J. 1967 . Introduction to Celestial Mechanics , Dordrecht : D. Reidel .
- Hagihara , Y. 1970 . Celestial Mechanics , Cambridge, MA : MIT Press .
- Abad , A. and San-Juan , J. F. 1997 . PSPCLink: a cooperation between general symbolic and Poisson series processors . Journal of Symbolic Computation , 24 : 113 – 122 .
- Ivanova , T. 2001 . A new echeloned Poison series processor . Celestial Mechanics , 80 : 167 – 176 .
- Navarro , J. F. and Ferrandiz , J. M. 2002 . A new symbolic processor for the Earth rotation . Celestial Mechanics , 82 : 243 – 263 .
- Bretagnon , P. and Francou , G. 1988 . Planetary theories in regular and spherical variables. VSOP87 solutions . Astronomy and Astrophysics , 202 : 308 – 315 .