Table 2

Alignment between the GSCD framework's dimensions and underlying theories

PropositionDimensionFocusKey constructsTheoretical backgroundContribution to OSCM theory through IR integration
P1. Geopolitical disruptions to securitised supply chains can be mitigated by supply chain actors exercising their agency to proactively shape public discourse and government policy on the strategic importance and/or political sensitivity of the product/service providedCausesWhy disruptions occur?Securitisation, state intervention, national security framingConstructivism, RealismExtends OSCM theory by introducing the concept of securitisation as a driver of disruptions. Demonstrates that disruptions are not purely exogenous shocks but arise when states reframe economic activities as security concerns, linking competition for power in IR discourse with supply chain resilience
P2. The likelihood of supply chain disruptions caused by geopolitical events is positively associated with the degree of a supply chain's dependency on critical resources sourced from politically misaligned regionsCausesWhy disruptions occur?Critical resources, political misalignment, resource dependenceResource Dependence Theory (RDT), Realism, GeoeconomicsExtends RDT by embedding political alignment as a moderating factor. Shows that resource dependence cannot be assessed without considering political alignment and state power, bridging OSCM resource dependence theory with IR's concept of political misalignment
P3. The speed and extent of geopolitical disruption propagation in supply chains is positively associated with the level of state control over supply-chain nodes with high betweenness centrality (chokepoints)PropagationHow disruptions spread?Chokepoints, Betweenness Centrality, state controlNetwork Theory, Realism, GeoeconomicsExtends Network Theory by integrating state control as an additional network property. Positions state control as a determinant of disruption propagation and introduces IR's logic of strategic leverage into supply chain network analysis
P4. Geopolitical disruptions propagate via cascading failures in resource-dependent supply chain nodes and are strengthened when these resources originate from politically misaligned regionsPropagationHow disruptions spread?Cascading failures, resource dependence, political misalignmentRDT, Network Theory, Complex Adaptive Systems, RealismExtends Network Theory by showing how political misalignment amplifies cascading failures. Merges network propagation models with IR notions of inter-state rivalry to explain disruption magnitude
P5. Rivalry among nation-states, exhibited by state-level support for the development of supply chains for strategic industries, largely reflects underlying military competition among them. Consequently, the risk of geopolitical supply chain disruptions can be reduced by ensuring supply chain dependencies remain within a single geopolitical bloc, as opposed to spreading supply chain dependencies across rival blocsConsequencesWhat SC design adaptations follow?Rivalry among nation-states, supply chain concentration, alliance formationRealism, RDTExtends OSCM's theories view of resilience and mitigation by linking supply chains design to military rivalry. Demonstrates that supply chain design choices mirror security alliances, bridging firm strategy with IR theories on rivalry between nation-states
P6. Supply chains for strategic industries are characterised by higher exposure to geopolitical risks and thus are more likely to become regionalised through reshoring, nearshoring, or friendshoring, compared to supply chains for less geopolitically sensitive industriesConsequencesWhat SC design adaptations follow?Strategic industries, geopolitical risk exposure, regionalisation (reshoring, nearshoring, friendshoring)Realism, RDT, GeoeconomicsExtends OSCM theory by linking industry-specific geopolitical exposure to supply chain redesign. Bridges IR's understanding of strategic industries with OSCM's supply chain location choices
Source(s): Authors’ own work

or Create an Account

Close Modal
Close Modal