Read full paper at: http://www.scirp.org/journal/PaperInformation.aspx?PaperID=52772#.VKNa6MnQrzE Author(s) John N. Tokis * Affiliation(s) Technological Educational Institute of Epirus, Ioannina, Greece . ABSTRACT The present study deals with a traditional physical problem: the solution of the Kepler’s equation for all conics (ellipse, hyperbola or parabola). Solution of the universal Kepler’s equation in closed form is obtained with the help of the two-dimensional Laplace technique, expressing the universal functions as a function of the universal anomaly and the time. Combining these new expressions of the universal functions and their identities, we establish one biquadratic equation for unive...
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