Motion in Newtonian and Homogeneous Field in the Lobachevsky Space
For the plane ℝ2 , there exists a limit case of the two-center problem, when one of the centers goes at infinity, and, moreover, the mass of the center grows in such a way that the thrust is constant. The problem on a mass point motion in the field of the Newtonian center and in the homogeneous field arises.
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