In this paper we study the existence and linear stability of the equilibrium points in the
Robe's restricted three-body problem when one of the primaries is a finite straight segment …

This paper investigates the motion of a test particle (third body) in the frame work of Robe's
circular restricted three-body problem (RCR3BP) when it also experiences the viscous force …

The present manuscript deals with the restricted four-body problem when all the primaries
are oblate spheroids. This paper unveils the effect of oblateness on the existence, locations …

This paper deals with the photo-gravitational restricted four-body problem (PR4BP) with
variable mass. Following the procedure given by Gascheau (CR 16: 393–394, 1843) and …

This paper studies the motion of a test particle (third body) in the Robe's circular restricted
three-body problem (CR3BP) when the fluid of the first primary is assumed to be viscous and …

This paper shows the effect of small perturbations in the Coriolis and centrifugal forces in the
restricted four‐body problem (R4BP) with variable mass. The existence, location, and …

In this paper, we studied the oblateness and segment-length effect on the dynamics of the
restricted 2+ 2 body problem. It consists of two primaries and two infinitesimal bodies …

The present article is a study of the effect of small perturbations ϵ and ϵ′ in the Coriolis
and centrifugal forces, respectively, on the existence and stability of the equilibrium points in …

In this problem, one of the primaries of mass m 1 is a Roche ellipsoid filled with a
homogeneous incompressible fluid of density ρ 1. The smaller primary of mass m 2 is an …

In the problem of 2+ 2 bodies in Robe's setup, one of the primaries of mass m1 is a Roche
ellipsoid filled with a homogeneous incompressible fluid of density ρ1. The smaller primary …