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Oct 17 at 10:02 vote accept RKerr
Oct 13 at 13:39 comment added David Hammen Note that the sum in equation (4.5) vanishes in the case N=1, resulting in the central body-centric two body equation $$\ddot {\vec r}^{\,\star}_1 = -\frac{G(m_0+m_1)\,\vec r^{\,\star}_1}{|\vec r^{\,\star}_1|^3}$$This is of course the correct equation for the astrocentric two body problem. The $G{m_0+m_j)$ term does indeed belong in Tremaine's equation (4.5). See my answer for details.
Oct 13 at 12:35 history edited Qmechanic CC BY-SA 4.0
edited tags; edited title
Oct 13 at 11:59 answer added David Hammen timeline score: 2
Oct 11 at 14:43 history asked RKerr CC BY-SA 4.0