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Title:

New Formulation for the Traveling Salesman Problem with Separation Requirement and Cost

Accession Number:

01338042

Record Type:

Component

Availability:

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Washington, DC 20001 United States
Order URL: http://www.trb.org/Main/Blurbs/166066.aspx

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Order URL: http://worldcat.org/isbn/9780309167352

Abstract:

A unique integer linear programming formulation is proposed to define a Hamiltonian tour in which the cost between a node pair is determined by the number of nodes between each pair on the tour. In addition, a node separation requirement may be conditional on other node separations. Properties of this new traveling salesman problem formulation are discussed, along with an a priori solution to the probabilistic traveling salesman problem with equal node coverage probability as a linear programming alternative to the probabilistic programming method in the literature. A linear programming-based heuristic is proposed and numerically tested.

Monograph Accession #:

01353537

Report/Paper Numbers:

11-1307

Language:

English

Authors:

Wang, Bruce X
Regan, Amelia C
Miao, Qing

Pagination:

pp 61-67

Publication Date:

2011

Serial:

Transportation Research Record: Journal of the Transportation Research Board

Issue Number: 2224
Publisher: Transportation Research Board
ISSN: 0361-1981

ISBN:

9780309167352

Media Type:

Print

Features:

Appendices (1) ; References (10) ; Tables (2)

Subject Areas:

Freight Transportation; Planning and Forecasting; I72: Traffic and Transport Planning

Files:

TRIS, TRB

Created Date:

Feb 17 2011 5:45PM

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