2020
DOI: 10.1051/ro/2019050
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Multi-choice and stochastic programming for transportation problem involved in supply of foods and medicines to hospitals with consideration of logistic distribution

Abstract: The objective of the proposed article is to minimize the transportation costs of foods and medicines from different source points to different hospitals by applying stochastic mathematical programming model to a transportation problem in a multi-choice environment containing the parameters in all constraints which follow the Logistic distribution and cost coefficients of objective function are also multiplicative terms of binary variables. Using the stochastic programming approach, the stochastic constraints a… Show more

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Cited by 17 publications
(6 citation statements)
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“…They used a set of metaheuristic and hybrid algorithms in various test problems along with data from a real-world case study to confirm the model's efficiency. Finally, they came to the conclusion that sales agencies and customers increase total revenue and the number of the collected returned products Mahapatra et al [39], investigated the problem of food and medicine supply to hospitals. They used a stochastic programming model containing the parameters that follow the logistic distribution and used binary variables in the objective function coefficients.…”
Section: Literature Reviewmentioning
confidence: 99%
“…They used a set of metaheuristic and hybrid algorithms in various test problems along with data from a real-world case study to confirm the model's efficiency. Finally, they came to the conclusion that sales agencies and customers increase total revenue and the number of the collected returned products Mahapatra et al [39], investigated the problem of food and medicine supply to hospitals. They used a stochastic programming model containing the parameters that follow the logistic distribution and used binary variables in the objective function coefficients.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Shib studied the optimal pricing and green quality strategy of members under decentralised and centralised decision-making in two-level supply chain [15]. Mahapatra et al introduced stochastic mathematical programming into the model and analyzed the problem of cost minimization [16]. Das et al studied the strategy selection problem of minimizing the expected total cost of members under the condition of minimizing the installation cost in a multilevel green supply chain [17].…”
Section: Literature Reviewmentioning
confidence: 99%
“…Then substitute this Nash equilibrium into the penultimate stage, find the optimal decision of other participants in this stage, update the Nash equilibrium, and reciprocate. This process will continue until the analysis of the game's first stage is completed or the first decision node of the game tree is reached, and the result is the perfect Nash equilibrium of the sub‐game of the whole game (Mahapatra et al, 2020; Sana, 2021b).…”
Section: Construction Of a Retailer Supply Chain Benefit Distribution...mentioning
confidence: 99%