Existence and computation of optimal tolls in multiclass network equilibrium problems
P Marcotte, DL Zhu - Operations Research Letters, 2009 - Elsevier
In this work we provide a simple proof of the existence of optimal tolls for multiclass network
equilibrium problems where the value-of-time parameter varies continuously throughout the
population. The main argument, based on a finite-dimensional reformulation of the problem,
also allows us to determine in a simple fashion revenue minimizing link toll vectors.
equilibrium problems where the value-of-time parameter varies continuously throughout the
population. The main argument, based on a finite-dimensional reformulation of the problem,
also allows us to determine in a simple fashion revenue minimizing link toll vectors.
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