[1] | Wikipedia. 2011.
http://en.wikipedia.org/wiki/Tests_of_general_relativity.
|
[2] | NASA Jet Propulsion Laboratory. Astrodynamic Cons- tants retrieved 7/5/2010.
http://ssd.jpl.nasa.gov/?constants
|
[3] | Matzner, Richard Alfred. 2001. Dictionary of geophysics, astrophysics, and astronomy. CRC Press. P. 356. ISBN 0849328918 http://books.google.com/?id=eez38xjCYGkC
|
[4] | Iorio L. 2004. On the possibility of measuring the solar oblateness and some relativistic effects from planetary ranging. http://arxiv.org/abs/gr-qc/0406041v4.
|
[5] | Chow, Tai L. 2008. Gravity, black holes, and the very early universe: an introduction to general relativity and cosmology. Springer. ISBN 0387736298, Chapter 5, p. 70. http://books.google.com/?id=fp9wrkMYHvMC
|
[6] | Grebenikov, E.A., Smulsky, J.J. 2007. Evolution of the Mars Orbit on Time Span in Hundred Millions Years/ Reports on Applied Mathematics. Russian Academy of Sciences: A.A. Dorodnicyn Computing Center. Moscow. 63 p. (In Russian
http://www.ikz.ru/~smulski/Papers/EvMa100m4t2.pdf)
|
[7] | Newcomb, S. 1895. The Elements of the Fourth In-ner Planets and the Fundamental Constants of Astronomy. Washington: Government printing office. 202 p.
|
[8] | Simon, J.L., Bretagnon, P., Chapront, J. et al. 1994. Nu- merical Expression for Precession Formulae and Mean Elements for the Moon and the Planets. Astron. Astro- phys. Vol. 282, p. 663-683.
|
[9] | Smulsky, J.J. 2008. Compound model of rotation of the Sun and dis-placement of Mercury perihelion/The Fun- damental and Applied Problems of the Mechanics: Pro- ceeding of the VI All-Russian scientific Conference, de- voted 130-th anniversary of Tomsk state university and 40-th anniver-sary NII of Applied Mathematics and the Mechanics of Tomsk State University. Tomsk, September 30 - October 2, 2008 - Tomsk: University Publishing House. Pp. 433-434.(In Russian)
http://www.ikz.ru/~smulski/Papers/ModSun51c.pd
|
[10] | Smulsky, J.J. 2009. Gravitation, Field and Rotation of Mercury Perihelion/Proceedings of the Natural Philoso- phy Alliance. 15th Annual Conference 7-11 April 2008 at the University of New Mexiko, Albuquuerque, USA. Vol. 5, No. 2. Published by Space Time Analyses, Ltd. Ar- lington, MA, USA. Pp. 254-260.
http://www.ikz.ru/~smulski/Papers/08Smulsky2c.pdf
|
[11] | Melnikov, V.P., Smulsky, J.J. 2009. Astronomical theory of ice ages: New approximations. Solutions and challenges. - Novosibirsk: Academic Publishing House “GEO”,. - 84 p. The book in two languages. On the back side in Rus- sian: Mel’nikov V.P., Smul'skiy I.I. Astronomicheskaya teoriya lednikovykh periodov: Novye priblizheniya. Re- shennye i nereshennye problemy. - Novosibirsk: Aka- demicheskoe izdatel’stvo “Geo”. 98 stranitz.
http://www.ikz.ru/~smulski/Papers/AsThAnE.pdf
|
[12] | Gerber, P. 1898. Die raumliche und zeitliche Aubreitung der Gravitation / Z. Math. Phis. Vol. 43. Pp. 93-104.
http://bourabai.narod.ru/articles/gerber/gerber.htm
|
[13] | Smulsky, J.J. 1994. “The New Approach and Superlu- minal Particle Production”, Physics Essays. Vol. 7. No. 2. pp. 153-166.
http://www.smul1.newmail.ru/English1/FounPhisics/NApSup.pdf
|
[14] | Smulsky, J.J. 1999. The Theory of Interaction. – Novosi- birsk: Publishing house of Novosibirsk University, Sci- entific Publishing Center of United Institute of Geology and Geophysics Siberian Branch of Russian Academy of Sciences. -293 p. (In Russian).
|
[15] | Smulsky, J.J. 2004. The Theory of Interaction. – Ekater- inburg, Russia: Publishing house “Cultural Information Bank”. 304 p. (In English)
http://www.smul1.newmail.ru/English1/FounPhisics/TVANOT1.doc
|
[16] | Smulsky, J.J. 1995. “The Trajectories at Interaction of Two Bodies, which Depend on Relative Distance and Velocity”, Mathematical Modeling. Vol. 7. No. 7. Pp. 111-126. (In Russian).
http://www.smul1.newmail.ru/Russian1/FounPhisics/TrV2tl.pdf
|
[17] | Smulsky, J.J. 2002. The new Fundamental Trajectories: part 1 - Hyperbolic/Elliptic trajectories/Galilcan Electro- dynamics. Vol. 13, No. 2. Pp. 23-28.
|
[18] | Smulsky, J.J. 2002. The new Fundamental Trajectories: part 2 - Parabolic/Elliptic trajectories/Galilcan Electro- dynamics. Vol. 13. No. 3. Pp. 47-51.
http://www.smul1.newmail.ru/English1/FounPhisics/NFT.pdf
|
[19] | Smulsky, J.J. 2003. Axisymmetrical problem of gravita- tional interaction of N-bodies/Mathematical modelling. Vol. 15. No 5. Pp. 27-36. (In Russian).
http://www.smul1.newmail.ru/Russian1/IntSunSyst/Osvnb4.doc
|
[20] | Mel’nikov, V.P., Smul’skii I.I., Smul’skii Ya.I., 2008. Compound modeling of Earth rotation and possible im- plica-tions for interaction of continents // Russian Geol- ogy and Geophysics. Vol. 49. Pp. 851-858.
http://www.ikz.ru/~smulski/Papers/RGG190.pdf
|
[21] | Smulsky, J.J. 2008. Numerical modeling of evolution of the satellite of a rotating body/In Col. The Theoretical and Applied tasks of the Nonlinear Analysis. Russian Academy of Sciences: A.A. Dorodnicyn Computing Center. Moscow. Pp. 100-118. (In Russian).
http://www.ikz.ru/~smulski/Papers/ModSun07c.pdf
|