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From the traffic conservation law, we get.
The feasible flows have to satisfy the time-dependent capacity constraints and traffic conservation law, that is, (2.5).
One can assume then that the traffic conservation principle, according to which the total traffic carried in the system with priorities is the same as in the system without priorities, applies.
A feasible flow has to satisfy the capacity restriction principle:, for all, and a traffic conservation law:, for all, where and are given in, is the travel demand related to the given pair, and denotes the travel demand vector.
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