Abstract
In this paper, we investigate a different type of the parallel transport frame in 3-dimensional Minkowski space R-1(3) by using the binormal vector field of a timelike regular curve as common vector field to introduce, and we recall this frame as "timelike type-2 parallel transport frame". Also, we present new spherical images and call them as timelike type-2 parallel transport spherical images by translating the induced frame vectors to the center of unit Lorentzian sphere in 3-dimensional Minkowski space R-1(3). Additionally, we obtain the Frenet apparatus of these new spherical images in terms of base curves timelike type-2 parallel transport invariants. Finally, interesting relations are expressed and illustrate an example of the results.