2018
DOI: 10.1109/tip.2017.2779604
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Evaluation of Hierarchical Watersheds

Abstract: Abstract-This article aims to understand the practical features of hierarchies of morphological segmentations, namely the quasi-flat zones hierarchy and watershed hierarchies, and to evaluate their potential in the context of natural image analysis. We propose a novel evaluation framework for hierarchies of partitions designed to capture various aspects of those representations: precision of their regions and contours, possibility to extract high quality horizontal cuts and optimal non-horizontal cuts for imag… Show more

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Cited by 40 publications
(44 citation statements)
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References 56 publications
(94 reference statements)
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“…The set of quasi-flat zones of the weighted graph at all levels λ forms the quasi-flat zones hierarchy of the weighted graph. According to [11], we chose to use the Structured Edge Detector (SED) [4] in order to weight the edges of the graph: indeed this detector offers good performances in combination with quasi-flat zones hierarchies on natural images while being fast to compute. To further improve the invariance of the salient region detection process (in particular, the definition of the depth of a region), we propose to perform a histogram normalization of the gradient produced by SED.…”
Section: Methodsmentioning
confidence: 99%
“…The set of quasi-flat zones of the weighted graph at all levels λ forms the quasi-flat zones hierarchy of the weighted graph. According to [11], we chose to use the Structured Edge Detector (SED) [4] in order to weight the edges of the graph: indeed this detector offers good performances in combination with quasi-flat zones hierarchies on natural images while being fast to compute. To further improve the invariance of the salient region detection process (in particular, the definition of the depth of a region), we propose to perform a histogram normalization of the gradient produced by SED.…”
Section: Methodsmentioning
confidence: 99%
“…It is worth noting that a number of works appeared aimed at theoretical and practical development of watershed optimized versions. For instance, a paper [40] extended a graph-based image segmentation framework and proposed a new family of algorithms termed power watersheds; a paper [41] proposed a novel evaluation framework that is used to optimize hierarchies for hierarchical watersheds.…”
Section: Watershed By Rain Fallingmentioning
confidence: 99%
“…Thus, one can obtain a series of nested partitions, hence a hierarchy of partitions as defined in this article, where every partition is optimal. These hierarchies are studied in [12,14,35,41].…”
Section: Hierarchical Minimum Spanning Forests and Watershedsmentioning
confidence: 99%