We investigate the susceptibility of gaseous, magnetized galactic disks to the formation of selfgravitating condensations using two-dimensional, local models. We focus on two issues : (1) determining the threshold condition for gravitational runaway, taking into account nonlinear e †ects ; and (2) distinguishing the magneto-Jeans instability (MJI) that arises under inner galaxy rotation curves from the modiÐed swing ampliÐcation (MSA) that arises under outer galaxy rotation curves. For axisymmetric density Ñuctuations, instability is known to require a Toomre parameter Q \ 1. For nonaxisymmetric Ñuctuations, any nonzero shear q 4 [d ln )/d ln R winds up wave fronts such that in linear theory ampliÐcation saturates. Any Q threshold for nonaxisymmetric gravitational runaway must originate from nonlinear e †ects. We use numerical magnetohydrodynamic simulations to demonstrate the anticipated threshold phenomenon, to analyze the nonlinear processes involved, and to evaluate the critical value Q c for stabilization. We Ðnd for a wide variety of conditions, with the largest values corre-Q c D 1.2È1.4 sponding to nonzero but subthermal mean magnetic Ðelds. Our Ðndings for are similar to those Q c inferred from thresholds for active star formation in the outer regions of spiral galaxies. MJI is distinct from MSA in that opposition to Coriolis forces by magnetic tension, rather than cooperation of epicyclic motion with kinematic shear, enables nonaxisymmetric density perturbations to grow. We suggest that under low-shear inner disk conditions, will be larger than that in outer disks by a factor Q c D(v A /qc s )1@2, where and are the respective and sound speeds. v A c s Alfven