On probability distributions of the operational law of container liner ships
The probability distribution of the operational law of container liner ships in port is the significant theoretical basis for the study of container liners and ports, but there has been a lack of corresponding statistical analysis and theoretical research on that distribution since maritime containe...
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Published in | Journal of the Royal Statistical Society. Series A, Statistics in society Vol. 182; no. 3; pp. 943 - 961 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
Oxford
Wiley
01.06.2019
Oxford University Press |
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Abstract | The probability distribution of the operational law of container liner ships in port is the significant theoretical basis for the study of container liners and ports, but there has been a lack of corresponding statistical analysis and theoretical research on that distribution since maritime container transportation came into being. The main purpose of this paper is to identify probabilistic models of the operational law of container liners by statistically analysing the operation data collected from Dalian, Kaohsiung and Rotterdam ports. The results demonstrate that both the interarrival time and the handling time of container liner ships follow higher order Erlang distributions. Under the combined influence of schedule constraints and the interference of some uncertain factors, container liners run between randomness and certainty, presenting the same feature as higher order Erlang distributions. In addition, the world container trade in container ports is subject to similar operational rules and time limits, so it is reasonable to deduce that the above conclusion could be generalized to other container ports. Finally, this paper quantitatively evaluates the degree of port congestion under various probabilistic models, which shows that the study not only has theoretical significance but also values in application. |
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AbstractList | The probability distribution of the operational law of container liner ships in port is the significant theoretical basis for the study of container liners and ports, but there has been a lack of corresponding statistical analysis and theoretical research on that distribution since maritime container transportation came into being. The main purpose of this paper is to identify probabilistic models of the operational law of container liners by statistically analysing the operation data collected from Dalian, Kaohsiung and Rotterdam ports. The results demonstrate that both the interarrival time and the handling time of container liner ships follow higher order Erlang distributions. Under the combined influence of schedule constraints and the interference of some uncertain factors, container liners run between randomness and certainty, presenting the same feature as higher order Erlang distributions. In addition, the world container trade in container ports is subject to similar operational rules and time limits, so it is reasonable to deduce that the above conclusion could be generalized to other container ports. Finally, this paper quantitatively evaluates the degree of port congestion under various probabilistic models, which shows that the study not only has theoretical significance but also values in application. Summary The probability distribution of the operational law of container liner ships in port is the significant theoretical basis for the study of container liners and ports, but there has been a lack of corresponding statistical analysis and theoretical research on that distribution since maritime container transportation came into being. The main purpose of this paper is to identify probabilistic models of the operational law of container liners by statistically analysing the operation data collected from Dalian, Kaohsiung and Rotterdam ports. The results demonstrate that both the interarrival time and the handling time of container liner ships follow higher order Erlang distributions. Under the combined influence of schedule constraints and the interference of some uncertain factors, container liners run between randomness and certainty, presenting the same feature as higher order Erlang distributions. In addition, the world container trade in container ports is subject to similar operational rules and time limits, so it is reasonable to deduce that the above conclusion could be generalized to other container ports. Finally, this paper quantitatively evaluates the degree of port congestion under various probabilistic models, which shows that the study not only has theoretical significance but also values in application. |
Author | Wang, Nuo Song, Yunting |
Author_xml | – sequence: 1 givenname: Yunting surname: Song fullname: Song, Yunting – sequence: 2 givenname: Nuo surname: Wang fullname: Wang, Nuo |
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CitedBy_id | crossref_primary_10_1016_j_resourpol_2019_101506 crossref_primary_10_1080_0305215X_2020_1757091 crossref_primary_10_1109_JSYST_2020_3022169 crossref_primary_10_1016_j_eswa_2020_113658 crossref_primary_10_1016_j_tre_2020_102052 crossref_primary_10_1080_13675567_2022_2153356 crossref_primary_10_1088_1742_6596_1952_2_022023 crossref_primary_10_1016_j_ocecoaman_2021_106003 crossref_primary_10_1061_AJRUA6_RUENG_1166 crossref_primary_10_1111_rssa_12627 |
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Snippet | The probability distribution of the operational law of container liner ships in port is the significant theoretical basis for the study of container liners and... Summary The probability distribution of the operational law of container liner ships in port is the significant theoretical basis for the study of container... |
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SubjectTerms | Container liner Container transportation Containers Erlang distribution Handling time Interarrival time Linings Marine transportation Original Articles Ports Probabilistic models Probability Randomness Schedules Ships Statistical analysis Time limits Transportation |
Title | On probability distributions of the operational law of container liner ships |
URI | https://www.jstor.org/stable/48547238 https://onlinelibrary.wiley.com/doi/abs/10.1111%2Frssa.12442 https://www.proquest.com/docview/2229506912 |
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