60 90 84 v 1 2 8 Se p 20 06 Global geometry of planary 3 - body motions

نویسنده

  • Eldar Straume
چکیده

In a recent paper (cf. [3]) the authors have investigated 3-body motions with vanishing angular momentum, in the framework of equivariant Riemannian geometry and by resuming the basic approach dating back to Jacobi’s geometrization of Lagrange’s least action principle, in the setting of kinematic geometry of 3-body systems. A geometric reduction method was described which reduces the study of trajectories of 3-body motions, first from the level of the configuration space to the level of the moduli space of congruence classes of m-triangles, and then

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تاریخ انتشار 2006