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QDISCQueuing Discipline
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1) If G is a DAG, and Y is the class of deterministic rate 1 adversaries, then (G, Y, L) is stable for every greedy queuing discipline T.
It remains an interesting open question to find some set of general conditions (depending, for example, on the rate, queuing discipline, and underlying network) that are sufficient to guarantee stability.
Traffic is injected into the network without any queuing discipline.
We test these parameters over the PANDORA protocol using the PRIO, HTB, and DSMARK queuing disciplines and four kinds of traffic, including TCP, voice, video and UDP.