Pages that link to "Item:Q3057140"
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The following pages link to Constrained decompositions of integer matrices and their applications to intensity modulated radiation therapy (Q3057140):
Displaying 15 items.
- A closest vector problem arising in radiation therapy planning (Q411241) (← links)
- A function approximation approach to the segmentation step in IMRT planning (Q421066) (← links)
- Minimum decomposition into convex binary matrices (Q423930) (← links)
- CP and IP approaches to cancer radiotherapy delivery optimization (Q538316) (← links)
- Approximated matrix decomposition for IMRT planning with multileaf collimators (Q626635) (← links)
- A shortest path-based approach to the multileaf collimator sequencing problem (Q765342) (← links)
- An integer linear programming formulation for the minimum cardinality segmentation problem (Q1736729) (← links)
- Mixed-integer programming techniques for decomposing IMRT fluence maps using rectangular apertures (Q1761855) (← links)
- On explaining integer vectors by few homogeneous segments (Q2256725) (← links)
- Binary matrix decompositions without tongue-and-groove underdosage for radiation therapy planning (Q2865862) (← links)
- Approximated MLC shape matrix decomposition with interleaf collision constraint (Q2867361) (← links)
- An exact method for the minimum cardinality problem in the treatment planning of intensity-modulated radiotherapy (Q2899023) (← links)
- A network approach for segmentation in intensity modulated arc therapy (Q4924115) (← links)
- Mathematical optimization in intensity modulated radiation therapy (Q5900895) (← links)
- Mathematical optimization in intensity modulated radiation therapy (Q5902146) (← links)
