Pages that link to "Item:Q2295979"
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The following pages link to New exact approaches to row layout problems (Q2295979):
Displaying 16 items.
- A semidefinite optimization-based approach for global optimization of multi-row facility layout (Q319523) (← links)
- A parallel ordering problem in facilities layout (Q336660) (← links)
- Improved exact approaches for row layout problems with departments of equal length (Q1651703) (← links)
- Mathematical optimization approach for facility layout on several rows (Q1996730) (← links)
- Multi-level departments-to-offices assignment with different room types (Q2002846) (← links)
- Exact approaches for the combined cell layout problem (Q2098024) (← links)
- Decorous combinatorial lower bounds for row layout problems (Q2189888) (← links)
- A mixed-integer linear programming approach for the t-row and the multi-bay facility layout problem (Q2239887) (← links)
- An efficient variable neighborhood search for the space-free multi-row facility layout problem (Q2242375) (← links)
- On the exact solution of a facility layout problem (Q2496073) (← links)
- Strong SDP based bounds on the cutwidth of a graph (Q6065655) (← links)
- Binary programs for asymmetric betweenness problems and relations to the quadratic linear ordering problem (Q6491337) (← links)
- Mixed-integer nonlinear optimization: a hatchery for modern mathematics. Abstracts from the workshop held August 13--18, 2023 (Q6544493) (← links)
- Flexibility in manufacturing system design: a review of recent approaches from operations research (Q6554638) (← links)
- Iterated local search with ejection chains for the space-free multi-row facility layout problem (Q6565430) (← links)
- A mixed-integer programming formulation for optimizing the double row layout problem (Q6661116) (← links)
