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Soft Computing
Erschienen in: Soft Computing 5/2020

05.06.2019 | Methodologies and Application

An uncertain two-echelon fixed charge transportation problem

verfasst von: Jiayu Shen, Kai Zhu

Erschienen in: Soft Computing | Ausgabe 5/2020

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Abstract

In the present study, a two-echelon fixed charge transportation problem is investigated under uncertainty. Due to the existence of considerable amount of uncertainties, the demands, supplies, availabilities, fixed charges and transported quantities in this problem are assumed as uncertain variables. The aim is to maximize the total profit under uncertain environments. The expected value model, chance-constrained model and measure chance model are developed, and the deterministic equivalent forms of these models are obtained by inverse uncertainty distribution. Genetic algorithm and particle swarm optimization are proposed to solve the equivalent forms of the models based on the structure of the problem. To verify the effectiveness of these proposed approaches, numerical experiments are performed.
Vorheriger Artikel Hyperparameter tuning in convolutional neural networks for domain adaptation in sentiment classification (HTCNN-DASC)
Nächster Artikel A fuzzy application of the group to complete hypergroups

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Literatur
Adlakha V, Kowalski K (2004) A simple algorithm for the source-induced fixed charge transportation problem. J Oper Res Soc 55(12):1275–1280MATH
Adlakha V, Kowalski K, Wang S, Lev B, Shen W (2014) On approximation of the fixed charge transportation problem. Omega 43:64–70
Angulo G, Vyve M (2017) Fixed-charge transportation problems on trees. Oper Res Lett 45:275–281MathSciNetMATH
Balaji A, Nilakantan J, Nielsen I, Jawahar N, Ponnambalam S (2019) Solving fixed charge transportation problem with truck load constraint using metaheuristics. Ann Oper Res 273(1–2):207–236MathSciNet
Bertazzi L, Maggioni F (2018) A stochastic multi-stage fixed charge transportation problem: worst-case analysis of the rolling horizon approach. Eur J Oper Res 267(2):555–569MathSciNetMATH
Calvete H, Galé C, Iranzo J, Toth P (2018) A matheuristic for the two-stage fixed-charge transportation problem. Comput Oper Res 95:113–122MathSciNetMATH
Cavagnini R, Bertazzi L, Maggioni F (2018) A two-stage stochastic model for distribution logistics with transshipment and backordering: stochastic versus deterministic solutions. In: Daniele P, Scrimali L (eds) New trends in emerging complex real life problems. AIRO Springer series, vol 1. Springer, Cham
Chen X (2011) A note on truth value in uncertain logic. Expert Syst Appl 38(12):15582–15586
Chen X (2015) Uncertain calculus with finite variation processes. Soft Comput 19(10):2905–2912MATH
Cui Q, Sheng Y (2013) Uncertain programming model for solid transportation problem. Information 15(2):342–348MathSciNet
Ding S, Gao Y (2014) The (\(\sigma, S\)) policy for uncertain multi-product newsboy problem. Expert Syst Appl 41(8):3769–3776
Dalman H, Sivri M (2017) Multi-objective solid transportation problem in uncertain environment. Iran J Sci Technol Trans A Sci 41(2):505–514MATH
Dalman H (2018a) Uncertain programming model for multi-item solid transportation problem. Int J Mach Learn Cybern 9(4):559–567
Dalman H (2018c) Uncertain random programming models for fixed charge multi-item solid transportation problem. New Trends Math Sci 6(1):37–51
Dalman H (2018d) A simulation algorithm with uncertain random variables. Int J Optim Control Theor Appl 8(2):195–200MathSciNet
Fegad M, Jadhav A, Minley A (2011) Finding an optimal solution of transportation problem using interval and triangular membership functions. Eur J Oper Res 60:415–421
Gao R (2016) Milne method for solving uncertain differential equations. Appl Math Comput 274:774–785MathSciNetMATH
Gao J, Yao K (2015) Some concepts and theorems of uncertain random process. Int J Intell Syst 30(1):52–65
Glover F, Amini M, Kochenberger G (2005) Parametric ghost image processes for fixed charge problems: a study of transportation networks. J Heuristics 11(4):307–336
He F (2012) A stochastic programming model and algorithm for transportation problem. In: International conference on computer science and information processing, pp 24–26
Hosseini S, Wadbro E (2016) Connectivity reliability in uncertain networks with stability analysis. Expert Syst Appl 57:337–344
Kaur A, Kumar A (2012) A new approach for solving fuzzy transportation problems using generalized trapezoidal fuzzy numbers. Appl Soft Comput 12(3):1201–1213
Ke H, Su T, Ni Y (2015) Uncertain random multilevel programming with application to product control problem. Soft Comput 19(6):1739–1746MATH
Klose A (2006) Single-sink fixed-charge transportation: applications and exact solution algorithms. Working papers, Department of Mathematical Sciences, University of Aarhus, p 5
Kowalski K, Lev B, Shen W, Tu Y (2014) A fast and simple branching algorithm for solving small scale fixed-charge transportation problem. Oper Res Perspect 1(1):1–5MathSciNet
Li R, Liu G (2017) An uncertain goal programming model for machine scheduling problem. J Intell Manuf 28(3):689–694
Liu B (2007) Uncertainty theory, 2nd edn. Springer, BerlinMATH
Liu B (2009) Some research problems in uncertainty theory. J Uncertain Syst 3(1):3–10
Liu B (2010a) Uncertainty theory: a branch of mathematics for modeling human uncertainty. Springer, Berlin
Liu B (2010b) Uncertain risk analysis and uncertain reliability analysis. J Uncertain Syst 4(3):163–170
Liu Y, Ralescu D (2017) Value-at-risk in uncertain random risk analysis. Inf Sci 391–392:1–8MathSciNetMATH
Majumder S, Kundu P, Kar S, Pal T (2019) Uncertain multi-objective multi-item fixed charge solid transportation problem with budget constraint. Soft Comput 23(10):3279–3301MATH
Mou D, Zhou W, Chang X (2013) A transportation problem with uncertain truck times and unit costs. Ind Eng Manag Syst 12(1):30–35
Raj K, Rajendran C (2012) A genetic algorithm for solving the fixed-charge transportation model: two-stage problem. Comput Oper Res 39(9):2016–2032MATH
Roberti R, Bartolini E, Mingozzi A (2014) The fixed charge transportation problem: an exact algorithm based on a new integer programming formulation. Manag Sci 61(6):1275–1291
Safi M, Razmjoo A (2013) Solving fixed charge transportation problem with interval parameters. Appl Math Model 37:8341–8347MathSciNetMATH
Sanei M, Mahmoodirad A, Hassasi H, Rahimian M (2014) Fixed-charge transportation problem with fuzzy costs. J Appl Sci Agric 9(9):1–8
Shen J, Zhu Y (2016) Chance-constrained model for uncertain job shop scheduling problem. Soft Comput 20(6):2383–2391MATH
Shen J, Zhu Y (2017) Uncertain flexible flow shop scheduling problem subject to breakdowns. J Intell Fuzzy Syst 32(1):207–214MATH
Sheng Y, Gao J (2016) Exponential stability of uncertain differential equation. Soft Comput 20:3673–3678MATH
Sheng Y, Yao K (2012a) Fixed charge transportation problem and its uncertain programming model. Ind Eng Manag Syst 11(2):183–187
Sheng Y, Yao K (2012b) A transportation model with uncertain costs and demands. Inf Int Interdiscip J 15(8):3179–3186MathSciNetMATH
Shirazi N, Esfahani M, Soleimani H (2015) Modeling and solving a three-stage fixed charge transportation problem considering stochastic demand and price. J Ind Eng Manag Stud 2(1):27–40
Vignauz G, Michalewicz Z (1991) A genetic algorithm for the linear transportation problem. IEEE Trans Syst Man Cybern 21(2):445–452MathSciNetMATH
Yang L, Feng Y (2007) A bicriteria solid transportation problem with fixed charge under stochastic environment. Appl Math Modell 31(12):2668–2683MATH
Yang X, Gao J, Kar S (2016) Uncertain calculus with Yao process. IEEE Trans Fuzzy Syst 24(6):1578–1585
Yao K (2014) Multi-dimensional uncertain calculus with Liu process. J Uncertain Syst 8(4):244–254
Zegordi S, Nia M (2009) A multi-population genetic algorithm for transportation scheduling. Transp Res Part E Logist Transp Rev 45(6):946–959
Zhou J, Liu Y, Zhang X, Gu X, Wang D (2017) Uncertain risk aversion. J Intell Manuf 28(3):615–624
Zhu K, Shen J, Yao X (2019) A three-echelon supply chain with asymmetric information under uncertainty. J Ambient Intell Humaniz Comput 10(2):579–591
Metadaten
Titel
An uncertain two-echelon fixed charge transportation problem
verfasst von
Jiayu Shen
Kai Zhu
Publikationsdatum
05.06.2019
Verlag
Springer Berlin Heidelberg
Erschienen in
Soft Computing / Ausgabe 5/2020
Print ISSN: 1432-7643
Elektronische ISSN: 1433-7479
DOI
https://doi.org/10.1007/s00500-019-04119-8

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