To solve the problem of supply chain management and decision-making under the restriction of the government and social group, we use the cooperative game theory method to seek a way to develop the enterprise. According to the general market competition in game analysis for product manufacturing enterprises as representatives for further discussion under the constraints of the government and social consumer groups, we examine the dynamic decision-making process of supply chain management, the attitudes adopted by the enterprises toward the government and consumer groups in the game for obtaining greater benefits, and the development of enter prises for providing creativity as well as theory and methodology.
Lü Xiaodong (吕肖东), DING Hao (丁浩), QUAN Lin (全林)
. Research on a Dynamic Decision Mechanism of Demand Oriented Supply Chain Cooperation Behavior[J]. Journal of Shanghai Jiaotong University(Science), 2020
, 25(1)
: 127
-136
.
DOI: 10.1007/s12204-020-2157-4
[1] PEIRIS K D A, JUNG J, GALLUPE R B. Building and evaluating ESET: A tool for assessing the support given by an enterprise system to supply chain management [J]. Decision Support Systems, 2015, 77: 41-54.
[2] LEE T, NAM H. An empirical study on the impact of individual and organizational supply chain orientation on supply chain management [J]. The Asian Journal of Shipping and Logistics, 2016, 32(4): 249-255.
[3] LI J Z, XIONG N X, PARK J H, et al. Intelligent model design of cluster supply chain with horizontal cooperation [J]. Journal of Intelligent Manufacturing,2012, 23(4): 917-931.
[4] TALEIZADEH A A, SOLEYMANFAR V R, CHOI T M. Optimal pricing and alliance strategy in a retailerled supply chain with the return policy: A game-theoretic analysis [J]. Information Sciences, 2017, 420:466-489.
[5] CHO S H, TANG C S. Advance selling in a supply chain under uncertain supply and demand [J].Manufacturing & Service Operations Management,2013, 15(2): 305-319.
[6] MASTEIKA I, ·CEPINSKIS J. Dynamic capabilities in supply chain management [J]. Procedia-Social and Behavioral Sciences, 2015, 213: 830-835.
[7] BESKE P. Dynamic capabilities and sustainable supply chain management [J]. International Journal of Physical Distribution & Logistics Management, 2012,42(4): 372-387.
[8] WADHWA S, SAXENA A, CHAN F T S. Framework for flexibility in dynamic supply chain management [J].International Journal of Production Research, 2008,46(6): 1373-1404.
[9] GENC T S, GIOVANNI P D. Trade-in and save: A two-period closed-loop supply chain game with price and technology dependent returns [J]. International Journal of Production Economics, 2017, 183: 514-527.
[10] MENA C, HUMPHRIES A, CHOI T Y. Toward a theory of multi-tier supply chain management [J]. Journal of Supply Chain Management, 2013, 49(2): 58-76.
[11] KUMAR D, SINGH J, SINGH O P, et al. A fuzzy logic based decision support system for evaluation of suppliers in supply chain management practices [J]. Mathematical and Computer Modelling, 2013, 58(11/12):1679-1695.
[12] NAINI S G J, ALIAHMADI A R, JAFARIESKANDARI M. Designing a mixed performance measurement system for environmental supply chain management using evolutionary game theory and balanced scorecard: A case study of an auto industry supply chain [J]. Resources, Conservation and Recycling,2011, 55(6): 596-603.
[13] JENA S K, SARMAH S P. Price competition and cooperation in a duopoly closed-loop supply chain [J].International Journal of Production Economics, 2014,156: 346-360.
[14] LI S X, HUANG Z M, ASHLEY A. Vertical cooperative advertising in a manufacturer-retailer supply channel [J]. Applications of Management Science,2006, 12: 157-173.
[15] MAZDEH M M, KARAMOUZIAN A. Evaluating strategic issues in supply chain scheduling using game theory [J]. International Journal of Production Research, 2014, 52(23): 7100-7113.
[16] MA W M, ZHAO Z, KE H. Dual-channel closed-loop supply chain with government consumption-subsidy[J]. European Journal of Operational Research, 2013,226(2): 221-227.
[17] MADANI S R, RASTI-BARZOKI M. Sustainable supply chain management with pricing, greening and governmental tari?s determining strategies: A gametheoretic approach [J]. Computers & Industrial Engineering, 2017, 105: 287-298.
[18] HEYDARI J, GOVINDAN K, JAFARI A. Reverse and closed loop supply chain coordination by considering government role [J]. Transportation Research Part D,2017, 52: 379-398.
[19] ALJAZZAR S M, JABER M Y, GOYAL S K. Coordination of a three-level supply chain (supplier-manufacturer-retailer) with permissible delay in payments and price discounts [J]. International Journal of Systems Science: Operations & Logistics, 2016, 3(3):176-188.
[20] GOVINDAN K, FATTAHI M, KEYVANSHOKOOH E. Supply chain network design under uncertainty: A comprehensive review and future research directions[J]. European Journal of Operational Research, 2017,263(1): 108-141.
