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Title:

Bi-Level Mathematical Programming Model for Locating Bus Stops and Optimizing Frequencies
Cover of Bi-Level Mathematical Programming Model for Locating Bus Stops and Optimizing Frequencies

Accession Number:

01023506

Record Type:

Component

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Order URL: http://worldcat.org/isbn/0309099803

Abstract:

This paper proposes a model for locating bus stops and optimizing bus frequencies in congested local public transport networks. The analysis addresses the issue of reducing the overall costs of operating a transport system, including costs associated with provision of services and bus stop construction, using a bi-level mathematical programming method. The upper level defines the overall cost of the system, which must be kept to a minimum taking into account operational restrictions, and the lower level defines a behavioral model for system users. The suggested model mixes optimization and simulation and allows supply and demand to be linked; this ensures consistency between equilibrium flows and bus frequencies and between equilibrium flows and the distances between bus stops calculated at each iteration of the algorithm.

Monograph Accession #:

01037990

Language:

English

Authors:

dell'Olio, Luigi
Moura, Jose Luis
Ibeas, Angel

Pagination:

pp 23-31

Publication Date:

2006

Serial:

Transportation Research Record: Journal of the Transportation Research Board

Issue Number: 1971
Publisher: Transportation Research Board
ISSN: 0361-1981

ISBN:

0309099803

Media Type:

Print

Features:

Figures (5) ; References (25) ; Tables (2)

Subject Areas:

Operations and Traffic Management; Planning and Forecasting; Public Transportation

Files:

TRIS, TRB, ATRI

Created Date:

Mar 3 2006 10:18AM

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