A multi-objective solid transportation problem with discount and two-level fuzzy programming technique (Q2627644)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A multi-objective solid transportation problem with discount and two-level fuzzy programming technique |
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A multi-objective solid transportation problem with discount and two-level fuzzy programming technique (English)
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31 May 2017
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Summary: In this paper, a multi-objective solid transportation problem (MOSTP) is optimised with two relevant criteria: cost and time for transportation. A realistic discounts policy [all unit discount (AUD)] has been proposed for the transportation cost depending on the amount of transportation units. In the proposed model, the shipment cost, supply amount, demand, etc., are in uncertain nature. A two-level fuzzy mathematical programming has been developed on the basis of fuzzy extension principle to solve the proposed model. Finally, the problem is demonstrated by taking a numerical example.
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multi-objective optimisation
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solid transport problem
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all unit discounts
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AUD
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two-level programming
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fuzzy extension principle
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discount policy
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transport costs
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shipment costs
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supply amount
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demand
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uncertainty
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