Pages that link to "Item:Q294400"
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The following pages link to General theory of fuzzy connectedness segmentations (Q294400):
Displaying 9 items.
- Object delineation by \(\kappa \)-connected components (Q966749) (← links)
- Extended absolute fuzzy connectedness segmentation algorithm utilizing region and boundary-based information (Q1640496) (← links)
- Path-value functions for which Dijkstra's algorithm returns optimal mapping (Q1799581) (← links)
- Fuzzy connectedness image segmentation in graph cut formulation: a linear-time algorithm and a comparative analysis (Q1932995) (← links)
- Efficient hierarchical multi-object segmentation in layered graphs (Q2054416) (← links)
- Optimum cuts in graphs by general fuzzy connectedness with local band constraints (Q2203345) (← links)
- Fuzzy connected object delineation: Axiomatic path strength definition and the case of multiple seeds (Q2778775) (← links)
- Computing Equivalent Affinity Classes in a Fuzzy Connectedness Framework (Q5250881) (← links)
- Differential oriented image foresting transform and its applications to support high-level priors for object segmentation (Q6078199) (← links)