The present study is motivated by the work of Abouelmagd et al.(Int J Geom Methods Mod
Phys 18 (4): 21500055, 2020), that it is generalized by considering the effect of small …

We consider the Robe's restricted three-body problem in which the bigger primary is
assumed to be a hydrostatic equilibrium figure as an oblate spheroid filled with a …

Associating the influences of viscosity and oblateness in the finite straight segment model of
the Robe's problem, the linear stability of the collinear and non-collinear equilibrium points …

We here analyzed the effects of viscosity, oblateness of the primary m 1, length parameter l,
and perturbations in the Coriolis and centrifugal forces on the stability of the equilibrium …

Associating the influences of viscosity and oblateness in the finite straight segment model of
the Robe's problem, the linear stability of the collinear and non-collinear equilibrium points …