Robustness Comparison of Three Coastal Dual Channel Supply Chains under Two-Factor Disruptions

Yang, T. and Wu, B., 2020. Robustness comparison of three coastal dual channel supply chains under two-factor disruptions. In: Malvárez, G. and Navas, F. (eds.), Global Coastal Issues of 2020. Journal of Coastal Research, Special Issue No. 95, pp. 1366-1371. Coconut Creek (Florida), ISSN 0749-0208....

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Bibliographic Details
Published in:Journal of coastal research 2020-05, Vol.95 (sp1), p.1366-1371
Main Authors: Yang, Tianjian, Wu, Bing
Format: Article
Language:English
Subjects:
Alliances
Coastal inlets
Coastal research
Coastal structures
coastal supply chain
Coasts
Demand
Disruption
dual-channel
Globalization
Management of crises
Market prices
METHODOLOGIES
Operating costs
Order quantity
Price elasticity
Pricing
Production costs
Profits
Retail stores
Robustness
robustness comparison
Shipping industry
Supply chains
Two-factor disruptions
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Summary:Yang, T. and Wu, B., 2020. Robustness comparison of three coastal dual channel supply chains under two-factor disruptions. In: Malvárez, G. and Navas, F. (eds.), Global Coastal Issues of 2020. Journal of Coastal Research, Special Issue No. 95, pp. 1366-1371. Coconut Creek (Florida), ISSN 0749-0208. There is still a lack of comprehensive comparison of optimal pricing, and ordering strategies for three coastal dual-channel supply chains (SC) under simultaneous disruption of demand and production cost. Firstly, three kinds of coastal dual-channel SC structures with different cooperation modes are proposed. Based on retailer-led Stackelberg game and linear price discount sharing (PDS) scheme, the optimal two-stage pricing and ordering strategies of three coastal dual-channel supply chains were solved when demand and production cost factors were disturbed. Then, their robustness under the interruption of demand and production cost was compared and ranked. The results show that no SC structures always has the best robustness when both demand and production costs are interrupted, and sequence of robustness is determined for each feasible disruption range.
ISSN:0749-0208
1551-5036
DOI:10.2112/SI95-262.1