An exit-&ow model used in dynamic tra(c assignment (original) (raw)

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An exit-flow model used in dynamic traffic assignment

Malachy Carey, Mark McCartney

Computers & Operations Research, 2004

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Extending travel-time based models for dynamic network loading and assignment, to achieve adherence to first-in-first-out and link capacities

Ronan McIvor

Transportation Research Part B: Methodological, 2014

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Behaviour of a whole-link travel time model used in dynamic traffic assignment

Malachy Carey, Mark McCartney

Transportation Research Part B: Methodological, 2002

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Dynamic Traffic Assignment with More Flexible Modelling within Links

Malachy Carey

2001

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Efficient Discretisation for Link Travel Time Models

Malachy Carey

Networks and Spatial Economics, 2000

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Time and space discretization in dynamic traffic assignment models

Klaus Nöekel, Guido Gentile

Proceedings of the First …, 2006

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Dynamic traffic assignment with non separable link cost functions and queue spillovers

Guido Gentile

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Properties of link travel time functions under dynamic loads

Carlos Daganzo

Transportation Research Part B: Methodological, 1995

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Toward a class of link travel time functions for dynamic assignment models on signalized networks

David Boyce

Transportation Research Part B: Methodological, 1997

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Discrete-Time Dynamic Trac Assignment Models with Periodic Planning Horizon: System Optimum

Artyom Nahapetyan

2006

This paper proposes a system optimal dynamic tra-c assignment model that does not require the network to be empty at the beginning or at the end of the planning horizon. The model assumes that link travel times depend on tra-c densities and uses a discretized planning horizon. The resulting formulation is a nonlinear program with binary variables and a time-expanded network structure. Under a relatively mild condition, the nonlinear program has a feasible solution. When necessary, constraints can be added to ensure that the solution satisfles the First-In-First-Out condition. Also included are approximation schemes based on linear integer programs that can provide solutions arbitrarily close to that of the original nonlinear problem.

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On a link-based day-to-day traffic assignment model

Lanshan Han

Transportation Research Part B: Methodological, 2012

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Spillback congestion in dynamic traffic assignment: A macroscopic flow model with time-varying bottlenecks

Guido Gentile

Transportation Research Part B: Methodological, 2007

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Link Travel Times II: Properties Derived from Traffic-Flow Models

Malachy Carey

Networks and Spatial Economics, 2000

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Infinite Dimensional Formulations of Some Dynamic Traffic Assignment Models

Terry L Friesz

Advances in Spatial Science, 1998

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Quasi-Continuous Dynamic Traffic Assignment Model

Bruce Janson

Transportation Research Record, 1995

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Some consistency conditions for dynamic traffic assignment problems

Xiaoning Zhang

2005

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Continuos dinamic network loading models

Ricardo Garcia

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Continuous-time point-queue models in dynamic network loading

Henry Liu

Transportation Research Part B: Methodological, 2012

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The Link Transmission Model for dynamic network loading

Isaak Yperman

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A Whole-Link Travel-Time Model with Desirable Properties

Malachy Carey

Transportation Science, 2003

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Spillback modelling in dynamic traffic assignment using implicit path enumeration

Guido Gentile

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Convergence of a Discretised Travel-Time Model

Malachy Carey

Transportation Science, 2005

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On the Complexity of Bandwidth Allocation in Radio Networks with Steady Trac Demands

Nelson Morales

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A Continuous-time Link-based Kinematic Wave Model for Dynamic Traffic Networks

Terry Friesz

arXiv (Cornell University), 2012

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Analytical Dynamic Traffic Assignment Models

Terry Friesz

Handbooks in Transport, 2007

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An approach to modelling time-varying flows on congested networks

Eswaran Subrahmanian

Transportation Research Part B: Methodological, 2000

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Splitting rates equilibrium in Dynamic Traffic Assignment using the General Link Transmission Model to simulate network performances

Rafał Kucharski, Daniele Tiddi

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Pseudo-periodicity in a travel-time model used in dynamic traffic assignment

Malachy Carey, Mark McCartney

Transportation Research Part B: Methodological, 2003

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Dealing with Capacity Constraints Within Stochastic User Equilibrium Assignment Models

Gennaro Nicola Bifulco

1970

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A Mesoscopic Simulation-Based Dynamic Traffic Assignment Model

Jaume Barcelo

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Analytical models of the dynamic traffic assignment problem

David Boyce

Networks and Spatial Economics, 2001

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MODELLING QUEUES IN STATIC TRAFFIC ASSIGNMENT

hu tuguo

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Stochastic and deterministic formulations of dynamic traffic assignment

Benjamin Heydecker

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An implicit path enumeration model and algorithm for dynamic traffic assignment with congestion spillback

Guido Gentile

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