Competitive Production Routing Problem: Modeling, Solving and Valid Inequalities

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BEHNAMIAN JAVAD; ADABI FARZANEH

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Journal: MODERN RESEARCHES IN DECISION MAKING Year:2018 | Volume:3 | Issue:2 Page(s): 55-79

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Information Journal Paper

Title

Competitive Production Routing Problem: Modeling, Solving and Valid Inequalities

Author(s)

BEHNAMIAN JAVAD | ADABI FARZANEH | Issue Writer Certificate

Keywords

Production routing problemQ1

Competitive environmentQ1

Valid inequalityQ1

Abstract

Transportation is an important factor in the economic, production and service systems and it has allocated a significant portion of the gross domestic product (GDP) of any country. Production routing problem is development of the traveling salesman and vehicle routing problems in which scheduling and production planning are considered too. Generally, in the above problems it is assumed that there is a monopoly and the impact of competitors has not been considered. In this paper, for creating competitive condition, it is assumed that the earliest and latest time of competitor arrival is known. After modeling problem as mixed intger programming, valid inequalities are proposed, and their effects on the model have been investigated by the CPLEX software. These inequalities are provided for Production routing problem with homogeneous and heterogeneous vehicles, separately. To evaluate the performance of the proposed valid inequalities, the results of them have been compared.

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APA: Copy

BEHNAMIAN, JAVAD, & ADABI, FARZANEH. (2018). Competitive Production Routing Problem: Modeling, Solving and Valid Inequalities. MODERN RESEARCHES IN DECISION MAKING, 3(2 ), 55-79. SID. https://sid.ir/paper/366645/en

Vancouver: Copy

BEHNAMIAN JAVAD, ADABI FARZANEH. Competitive Production Routing Problem: Modeling, Solving and Valid Inequalities. MODERN RESEARCHES IN DECISION MAKING[Internet]. 2018;3(2 ):55-79. Available from: https://sid.ir/paper/366645/en

IEEE: Copy

JAVAD BEHNAMIAN, and FARZANEH ADABI, “Competitive Production Routing Problem: Modeling, Solving and Valid Inequalities,” MODERN RESEARCHES IN DECISION MAKING, vol. 3, no. 2 , pp. 55–79, 2018, [Online]. Available: https://sid.ir/paper/366645/en

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