4.7 Article

Blockchain technology for port logistics capability: Exclusive or sharing

Journal

TRANSPORTATION RESEARCH PART B-METHODOLOGICAL
Volume 149, Issue -, Pages 347-392

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.trb.2021.05.010

Keywords

Port logistics capability; Port competition; Blockchain technology; Horizontal collaboration

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The research explores the impact of blockchain technology on port logistics capabilities in the maritime industry by analyzing the spatial and utility-driven operation models. The key factor influencing the applicability of blockchain technology is the relationship between unit net benefits and operating costs. Additionally, the study proposes a horizontal collaboration mechanism to solve dilemmas, achieve win-win situations, and Pareto optimality.
Although the application of blockchain technology in maritime industry can improve the customs clearance efficiency and logistics transparency in the container cargo supply chains, it generates the unit operations cost and setup cost. In this study, a spatial model is proposed to conduct an investigation into the two heterogeneous ports when blockchain technology is applied under inter-port competition. Different utility-driven operations models are built to highlight the values of blockchain technology for port logistics capability, and to reveal the equilibria under the optimal strategies and equilibrium strategies. It is noticed that the relationship between the unit net benefit and unit operations cost brought out by blockchain technology is a key factor determining whether the blockchain technology is applicable. When the unit operations cost is lower than unit net benefit, and the setup cost is high, there is a win-win situation for two ports to apply traditional technology. It is further verified to be Pareto-optimal. In addition, three lose-lose situations are also identified, which are classic Prisoner's Dilemmas. Consequently, a horizontal collaboration mechanism blockchain technology sharing + compensation(BTSC) is designed to not only break these three Prisoner's Dilemmas, but also achieve the Paretooptimum. Furthermore, we discuss some extensions to prove the robustness of our main qualitative insights. (C) 2021 Elsevier Ltd. All rights reserved.

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