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We propose a variational model for one of the most important problems in traffic networks, namely, the network equilibrium flow that is, traditionally in the context of operations research, characterized by minimum cost flow. This model has the peculiarity of being formulated by means of a suitable variational inequality (VI) and its solution is called “equilibrium”. This model becomes a minimum cost model when the cost function is separable or, more general, when the jacobian of the cost operator...
We propose a variational model for one of the most important
problems in traffic networks, namely, the network equilibrium flow that is, traditionally
in the context of operations research, characterized by minimum cost flow.
This model has the peculiarity of being formulated by means of a suitable variational inequality (VI) and
its solution is called “equilibrium”. This model becomes a minimum cost model when the cost function is separable
or, more general, when the Jacobian of the cost operator...
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