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They help protect civilians and soldiers from the atrocities of But these hard-won rules of battle are falling by the wayside: Terrorists ignore them, and governments increasingly find them quaint and outdated. With every violation, war only gets deadlier for everyone.

Abstract
It is shown that player mobility has important consequences for the long-run equilibrium distribution in dynamic evolutionary models of strategy adjustment, when updating is prone to small probability perturbations, i.e. "mistakes" or "mutations." Ellison (1993) concluded that the effect on the matching process of localized "neighborhoods" was to strengthen the stability of risk-dominant outcomes, originally demonstrated by Kandori, Mailath, and Rob (1993) (KMR) and Young (1993). I consider a model in which players can choose the neighborhoods to which they belong. When strategies and locations are updated simultaneously, only efficient strategies survive. The robustness of this conclusion is emphasized in a general locational model in which strategy revision opportunities are allowed to arrive at a faster rate than opportunities to change locations. The efficient strategy persists in all cases in which the locational structure is non-trivial. Moreover, even as the relative frequency of player mobility approaches zero, the efficient strategy occurs with boundedly positive relative frequency. This result is in stark contrast to the conclusions of the previous models.

Excerpt from "McPherson's Hand-book of politics." ; Mode of access: Internet.