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Structural Contraction of Global Liner Networks

Sea-Intelligence - Press Room Trade press Published 9th July 2026 Denmark

Open original report sea-intelligence.com

What the source reported

Source-reported

<p><img src="https://www.sea-intelligence.com/images/press_docs/ss772/20260707_-_Sea-Intelligence_Sunday_Spotlight_772_Press_Release.png" /></p><p> </p> <p>Analysis of global liner network data since 2012 reveals a fundamental shift in how shipping lines manage their networks. Although shipping lines have largely maintained their geographical footprint, liner service frequencies have contracted significantly since the disruptions of 2020.</p> <p><img 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width="700" height="600" /></p> <p>Tracking the relationship between Network Reach (unique direct deep‑sea port‑pair connections) and Network Density (total volume of calls executed across those connections) demonstrates a historical correlation that fractured in early 2020 and has not yet re‑coupled. From 2012 to mid‑2018, both metrics grew in tandem as shipping lines expanded their networks. In January 2012, the global deep-sea network consisted of 6,553 distinct port‑pairs serviced by 42,129 monthly calls, peaking in 2018 at 12,056 distinct connections and 81,926 monthly calls. During this phase, new port‑pair additions were matched by frequency injections. This operational strategy has since transitioned. When the structural decoupling accelerated throughout 2020, Network Reach experienced only a moderate rationalization, dropping to a baseline of approximately 10,500 connections by the end of 2021. Network Density, however, contracted disproportionately.</p> <p>Over the past 36 months, Network Reach has stabilized within a narrow band of 9,800‑10,400 distinct connections. In contrast, Network Density has established a lower ceiling in the 53,000‑65,000 range. The industry has seemingly established a leaner operational baseline, opting to preserve a wider network while lowering the frequency of direct port calls and pushing more volume through transshipment.</p> <p> </p> <p> </p> <p>  --- 000 --- END OF PRESS RELEASE --- 000 ---</p> <p> All quotes can be attributed to: Alan Murphy, CEO, Sea-Intelligence.<br />For more information, please contact: <a href="mailto:ia@sea-intelligence.com">ia@sea-intelligence.com</a>, <a href="mailto:am@sea-intelligence.com">am@sea‑intelligence.com</a>, <a href="mailto:nhm@sea-intelligence.com">nhm@sea-intelligence.com</a> </p> <table style="width: 550px;"> <tbody> <tr style="height: 137px;"> <td style="width: 150px; height: 137px;"><a title="Download this press release in PDF" href="https://www.sea-intelligence.com/images/press_docs/ss772/20260707_-_Sea-Intelligence_Sunday_Spotlight_772_Press_Release.pdf" target="_blank" rel="noopener noreferrer"> <img title="Download this press release in PDF" src="https://www.sea-intelligence.com/images/icons/pdf_150.png" alt="Download this press release in PDF" width="110" height="135" /> </a></td> <td style="width: 50px; height: 137px;"> </td> <td style="width: 150px; height: 137px;"><a title="Download this press release in Word" href="https://www.sea-intelligence.com/images/press_docs/ss772/20260707_-_Sea-Intelligence_Sunday_Spotlight_772_Press_Release.docx" target="_blank" rel="noopener noreferrer"> <img title="Download this press release in Word" src="https://www.sea-intelligence.com/images/icons/word_150.png" alt="Download this press release in Word" width="135" height="135" /> </a></td> <td style="width: 50px; height: 137px;"> </td> <td style="width: 150px; height: 137px;"><a title="Download Excel file with the above chart(s)" href="https://www.sea-intelligence.com/images/press_docs/ss772/20260707_-_Sea-Intelligence_Sunday_Spotlight_772_Press_Release.xlsx" target="_blank" rel="noopener noreferrer"> <img title="Download Excel file with the above chart(s)" src="https://www.sea-intelligence.com/images/icons/excel_150.png" alt="Download Excel file with the above chart(s)" width="135" height="135" /> </a></td> </tr> <tr style="height: 43.7188px;"> <td style="width: 150px; height: 43.7188px;"><a title="Download this press release in PDF" href="https://www.sea-intelligence.com/images/press_docs/ss772/20260707_-_Sea-Intelligence_Sunday_Spotlight_772_Press_Release.pdf" target="_blank" rel="noopener noreferrer"> Download press release in PDF </a></td> <td style="width: 50px; height: 43.7188px;"> </td> <td style="width: 150px; height: 43.7188px;"><a title="Download this press release in Word" href="https://www.sea-intelligence.com/images/press_docs/ss772/20260707_-_Sea-Intelligence_Sunday_Spotlight_772_Press_Release.docx" target="_blank" rel="noopener noreferrer"> Download press release in Word </a></td> <td style="width: 50px; height: 43.7188px;"> </td> <td style="width: 150px; height: 43.7188px;"><a title="Download Excel file with the above chart(s)" href="https://www.sea-intelligence.com/images/press_docs/ss772/20260707_-_Sea-Intelligence_Sunday_Spotlight_772_Press_Release.xlsx" target="_blank" rel="noopener noreferrer"> Download Excel file with the above chart(s) </a></td> </tr> </tbody> </table>

Publication
Sea-Intelligence - Press Room · Trade Publication
Published
9th July 2026
Original report
sea-intelligence.com

ProcIntel stores what the source published in its feed — a headline, a summary and a link. It does not store or reproduce the full article.

What ProcIntel recorded

ProcIntel-derived
Category
Supply Chain & Logistics
Geography
Denmark
Organisations
None identified
Collected
28th September 2026 · 16:56

Initial assessment ProcIntel's automatic, provisional read of this individual Signal -- Initial Significance and Initial Confidence, computed deterministically before any Event extraction or human review.

A provisional, automatically computed reading of this individual Signal, before Event extraction or human review. Not a final rating.

Significance 1 · Low
Confidence 2 · Low

Initial Significance Low (15.0/100). Strongest contributor: Procurement Impact (6.0/30 points). Limiting factor: Impact-Scale Specificity (0.0/10 points). Initial Confidence Low (25.5/100, data sufficiency: Insufficient). Strongest contributor: Source Authority (20.0/40 points). Limiting factor: Specificity (0.0/20 points).

Strongest contributor
Procurement Impact
Limiting factor
Impact-Scale Specificity