Pages that link to "Item:Q1268269"
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The following pages link to A new procedure for identifying the frame of the convex hull of a finite collection of points in multidimensional space (Q1268269):
Displaying 18 items.
- Competing output-sensitive frame algorithms (Q419370) (← links)
- Improving envelopment in data envelopment analysis under variable returns to scale (Q439477) (← links)
- Postprocessing and sparse blind source separation of positive and partially overlapped data (Q553705) (← links)
- Generalizing cross redundancy in data envelopment analysis (Q635185) (← links)
- Generating random points (or vectors) controlling the percentage of them that are extreme in their convex (or positive) hull (Q814963) (← links)
- Parallel processing of the Build Hull algorithm to address the large-scale DEA problem (Q827294) (← links)
- Using lexicographic parametric programming for identifying efficient units in DEA (Q868158) (← links)
- A dimensional decomposition approach to identifying efficient units in large-scale DEA models (Q947959) (← links)
- A procedure for large-scale DEA computations (Q1000964) (← links)
- A new procedure for identifying the frame of the convex hull of a finite collection of points in multidimensional space (Q1268269) (← links)
- Data envelopment analysis and big data (Q1755403) (← links)
- A note on finding extreme points in multivariate space (Q1896122) (← links)
- On ill-conceived initialization in archetypal analysis (Q2418343) (← links)
- An Algorithm for Identifying the Frame of a Pointed Finite Conical Hull (Q4427352) (← links)
- On characterizing the production possibility set for the CCR ratio model in DEA (Q4862280) (← links)
- Evaluating Returns to Scale and Convexity in DEA Via Bootstrap: A Case Study with Brazilian Port Terminals (Q5268859) (← links)
- Algorithmic Applications in Management (Q5710148) (← links)
- Efficiency evaluation of very large-scale samples: data envelopment analysis with angle-index synthesis (Q6065665) (← links)
