  The main goal of the present paper is to evaluate the perturbed locations and
investigate the linear stability of the triangular points. We studied the
problem in the elliptic restricted three body problem frame of work. The
problem is generalized in the sense that the two primaries are considered as
triaxial bodies. It is found that the locations of these points are affected by
the triaxiality coefficients of the primaries and the eccentricity of orbits.
Also it is observed that the stability regions depend on the involved
perturbations. In addition to this we studied the periodic orbits in the
vicinity of the triangular points.
