  Mertens, Neyman and Rosenberg [MOR, 2009] used the Mertens and Neyman theorem
[IJGT, 1981] to prove the existence of uniform value for absorbing games with
finite state space and compact action sets. We provide an analogous proof for
another class of stochastic games, recursive games with finite state space and
compact action sets. Moreover, both players have stationary epsilon-optimal
strategies.
