“…Its full workspace is 6-D, and its boundary 5-D, which hinders any attempt of computing it exhaustively, due to the curse of dimensionality. For this reason, and because 6-D spaces are impossible to visualize directly in three dimensions, comprehension on this workspace is being gained by obtaining lower dimensional workspaces like 1) the constant orientation workspace, or set of attainable locations by a point P on the platform, for a fixed platform orientation [18], [42], 2) the constant position workspace, or set of platform orientations for a fixed position of P [22], [43], [44], [45], and 3) the reachable workspace, or set of locations that P can attain, with at least one platform orientation [46], [47]. All of these workspaces can be computed by the proposed technique using a proper choice of the u variables and fixing others to given values.…”