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Sourcing problem for construction industry

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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
In construction projects, availability of required material at right time at the project site is crucial to complete the project on time and within the budget. The construction project could be delayed for several reasons and this may disrupt supplies. In this work we assume that enough supply may not be available on time if the project delayed excessively unless the project manager has special supply contracts with the suppliers. Usually suppliers react in two ways towards change in delivery dates; either they may increase the price or provide a limited quantity on the negotiated price. In this work we discuss both the cases and provide solution approaches. The efficiency of the approaches is verified using randomly generated data sets.
Słowa kluczowe
Rocznik
Strony
167--182
Opis fizyczny
Bibliogr. 33 poz., tab.
Twórcy
autor
  • CIISE, Concordia University, Montreal, Quebec, H3G1M8, Canada
autor
  • CIISE, Concordia University, Montreal, Quebec, H3G1M8, Canada
autor
  • DSMIS, Concordia University, Montreal, Quebec, H3G1M8, Canada
autor
  • Universite Laval, Quebec, Quebec, Canada
Bibliografia
  • 1. Abginehchi S., & Zanjirani Farahani R., (2010). "Modeling and analysis for determining optimal suppliers under stochastic lead times". Applied Mathematical Modelling,Vol. 34, pp. 1311-1328.
  • 2. Agarwal, N., & Nahmias, S., (1997). "Rationalization of the supplier base in the presence of yield uncertainty". Production and Operations Management.
  • 3. Awasthi A. , Chauhan S.S., Goyal S.K., & Proth J., (2009). "Supplier selection problem for a single manufacturing unit under stochastic demand". International Journal Production Economics, pp. 229-233.
  • 4. Bhattacharya A., Geraghty J., & Young P., (2010). "Supplier selection paradigm: An integrated hierarchical QFD methodology under multiple-criteria environment". Applied Soft Computing 10, pp.1013-1027.
  • 5. Burke G. J., Carrillo J., & Vakharia A. J., (2007). "Heuristics for sourcing from multiple suppliers with alternative quantity discounts". European Journal of Operational Research 186, pp. 317-329.
  • 6. Burke G., Geunes J., Romeijnb H. E., & Vakharia A., (2008). "Allocating procurement to capacitated suppliers with concave quantity discounts". Operations Research Letters vol. 36, pp. 103 - 109.
  • 7. Chauhan S. S., & Proth J.M., (2003). "The concave cost supply problem". European Journal of Operational Research, pp. 374-383.
  • 8. Chauhan S. S., Eremeevb A. V., Romanovac A. A., Servakhd V. V., & Woegingere G. J., (2005). "Approximation of the supply scheduling problem". Operations Research Letters 33, pp. 249 - 254.
  • 9. Chang C., Chin C., & Lin M., (2006). "On the single item multi-supplier system with variable lead-time, price-quantity discount, and resource constraints". Applied Mathematics and Computation 182, pp. 89-97.
  • 10. Chang C., (2006). "An acquisition policy for a single item multi-supplier system with realworld constraints". Applied Mathematical Modelling 30, pp. 1-9.
  • 11. Glock C. H., (2010). "A multiple-vendor single-buyer integrated inventory model with a variable number of vendors". Computers and Industrial Engineering.
  • 12. Jafari Songhori M., Tavana M., Azadeh A., & Khakbaz M. H., (2010). "A supplier selection and order allocation model with multiple transportation alternatives". International Journal Adv. Manuf. Technol.
  • 13. Jolai F., Yazdian S. A., Shahanaghi K., & Azari Khojasteh M., (2010). "Integrating fuzzy TOPSIS andmulti-period goal programming for purchasing multiple products from multiple suppliers". Journal of Purchasing & Supply Management.
  • 14. Kahraman C., Cebeci U., & Ulukan Z., (2003). "Multi-criteria supplier selection using fuzzy AHP", Logistics information management, pp. 382-394.
  • 15. Keskin B. B., Uster H., & Ctinkaya S., (2010). "Integration of strategic and tactical decisions for vendor selection under capacity constraints". Computers & Operations Research 37, pp. 2182-2191
  • 16. Kokangul A., & Susuz Z., (2009). "Integrated analytical hierarch process and mathematical programming to supplier selection problem with quantity discount". Applied Mathematical Modelling 33, pp. 1417-1429.
  • 17. Kull T. J., & Talluri S., (2007). "A supply risk reduction model using integrated multi criteria decision making". IEEE Transactions on Engineering Management 55, No.3.
  • 18. Liao Z., & Rittscher J., (2007). "A multi-objective supplier selection model under stochastic demand conditions". International Journal of Production Economics vol. 105, pp.150-159.
  • 19. Li L., & Zabinsky Z. B., (2009). "Incorporating uncertainty into a supplier selection problem". International Journal Production Economics.
  • 20. Lee A. H.I., (2009). "A fuzzy supplier selection model with the consideration of benefits, opportunities, costs and risks". Expert Systems with Applications 36, pp. 2879-2893.
  • 21. Mendoza A., & Jose A. Ventura, (2010). "A serial inventory system with supplier sele¬ction and order quantity allocation". European Journal of Operational Research vol. 207, pp. 1304-1315.
  • 22. Micheli G. J.L., Cagno E., & Giulio A. D., (2009). "Reducing the total cost of supply through risk-efficiency-based supplier selection in the EPC industry". Journal of Purchasing and Supply Mangement 15, pp.166-177.
  • 23. Mohammad Ebrahim R., Razmi J., & Haleh H., (2009). "search algorithm for supplier selection and order lot sizing under multiple price discount environment". Advances in Engineering Software 40, pp. 766-776.
  • 24. Park M., (2004). "Model-based dynamic resource management for construction projects". Automation in Construction 14, pp. 585-598.
  • 25. Punniyamoorthy M., Mathiyalagan P., & Parthiban P., (2011). "A strategic model using structural equation modeling and fuzzy logic in supplier selection". Expert Systems with Applications 38, pp. 458-474.
  • 26. Rezaei J., & Davoodi M., (2010). "Multi-objective models for lot-sizing with supplier selection". International Journal of Production Economics,
  • 27. Sawik T. , (2010). "Single vs. multiple objective supplier selection in a make to order environment". Omega 38, pp. 203-212.
  • 28. Shi J., & Zhang G., (2010). "Multi-product budget-constrained acquisition and pricing with uncertain demand and supplier quantity discounts", International Journal Production Economics 128, pp. 322-331.
  • 29. Wan Z., & Beil D. R., (2009). "RFQ Auctions with Supplier Qualification Screening". Operation Research 57, pp. 934-949.
  • 30. Woo H.S., & Saghiri S., (2010). "Order assignment considering buyer, third-party logistics provider and suppliers". International Journal of Production Economics.
  • 31. Wu T., Blackhurst J., & Chidambaram V., (2006). "A model for inbound supply risk analysis". Computers in industry 57, pp. 350-365.
  • 32. Yeh W. C., & Chuang M.C., "Using multi-objective genetic algorithm for partner selection in green supply chain problems", Expert Systems with Applications, ARTICLE IN PRESS
  • 33. Zhang J., & Zhang M., (2011). "Supplier selection and purchase problem with fixed cost and constrained order quantities under stochastic demand". International Journal of Production Economics 129, pp.1-7.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-e9c62f99-d79e-43c0-80d4-0bbcb5a57337
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