  In this paper we regularize the Kepler problem on $\kappa$-spacetime in
several different ways. First, we perform a Moser-type regularization and then
we proceed for the Ligon-Schaaf regularization to our problem. In particular,
generalizing Heckman-de Laat (J. Symplectic Geom. 10, (2012), 463-473) in the
noncommutative context we show that the Ligon-Schaaf regularization map follows
from an adaptation of the Moser regularization can be generalized to the Kepler
problem on $\kappa$-spacetime.
