We consider packet routing when packets are injected continuously into a ne
twork. We develop an adversarial theory of queuing aimed at addressing some
of the restrictions inherent in probabilistic analysis and queuing theory
based on time-invariant stochastic generation. We examine the stability of
queuing networks and policies when the arrival process is adversarial, and
provide some preliminary results in this direction. Our approach sheds ligh
t on various queuing policies in simple networks, and paves the way for a s
ystematic study of queuing with few or no probabilistic assumptions.