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Showing 1 to 4 of 4 for “"Traffic flow -- Mathematical models"”.

  1. Continuum modeling of the deceleration transient state in stochastic traffic flow

    Due to individual driver behavior, a traffic system is subject to many stochastic factors. Deterministic partial differential equations and their extensions, traditionally used in traffic flow modeling, may not be sufficient in applications such as real-time estimation and prediction of traffic

    utc Repository record for Continuum modeling of the deceleration transient state in stochastic traffic flow (opens in a new tab)

  2. Development and application of dynamic models for predicting transit arrival times

    Stochastic variations in traffic conditions and ridership often have a negative impact in transit operations resulting in the deterioration of schedule/headway adherence and lengthening of passenger wait times. Providing accurate information on transit vehicle arrival times is critical to reduce …

    njit Repository record for Development and application of dynamic models for predicting transit arrival times (opens in a new tab)