A Quadratic Integer Program for the Location of Interacting Hub Facilities¶
O'kelly, M. E. (1987). A Quadratic Integer Program for the Location of Interacting Hub Facilities. European Journal of Operational Research, 32(3), 393-404.
Cited by¶
2 citations across 2 artifacts.
Each citation links to the sentence it supports in the citing article.
Domain-specific¶
- Transshipment
- Second, it changes the geometry of feasible network designs: because transshipment at a hub can consolidate flow from many origins and disaggregate it to many destinations, a hub-and-spoke network is cheaper than a full point-to-point mesh once origin-destination flow density drops below the break-even threshold for a direct service.
This sourceHub consolidation economics and the flow-density threshold at which routing through a hub beats direct point-to-point service.
- Second, it changes the geometry of feasible network designs: because transshipment at a hub can consolidate flow from many origins and disaggregate it to many destinations, a hub-and-spoke network is cheaper than a full point-to-point mesh once origin-destination flow density drops below the break-even threshold for a direct service.
Mechanisms¶
- Relay Hub Network
- It is the logistics principle of hub-and-spoke consolidation
This sourceFormulates the hub-location problem underlying hub-and-spoke consolidation through selected hub facilities.
- It is the logistics principle of hub-and-spoke consolidation
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