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Ranking the sky: Discovering the importance of skyline points through subspace dominance relationships

机译:对天空进行排名:通过子空间优势关系发现天际线点的重要性

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Skyline queries aim to help users make intelligent decisions over complex data by discovering a set of interesting points, when different and often conflicting criteria are considered. Unfortunately, as the dimensionality of the dataset grows, the skyline operator loses its discriminating power and returns a large fraction of the data. The huge size of the result set hinders decision-making and motivates the ranking of skyline points. Therefore, users prefer to retrieve the top-k skyline points instead of the whole skyline set. In this paper, we propose SKYRANK, a framework for ranking the skyline points in the absence of a user-defined preference function, thereby discovering a limited subset of the most interesting points of the skyline set. For this purpose, we define the skyline graph, which relies on the dominance relationships between the skyline points for different subsets of dimensions (subspaces). SKYRANK applies well-known authority-based ranking algorithms on the skyline graph and, as described in this paper, discovers the importance of a skyline point exploiting the subspace dominance relationships. Furthermore, we extend SKYRANK to handle top-k preference skyline queries, when the user's preferences are available. Our experimental evaluation illustrates the complexity of the dominance relationships and the ranking ability of our framework.
机译:当考虑不同且经常相互冲突的标准时,天际线查询旨在通过发现一组有趣的点来帮助用户对复杂数据做出明智的决策。不幸的是,随着数据集维数的增长,天际线运算符失去了识别能力,并返回了很大一部分数据。结果集的巨大规模阻碍了决策制定并激发了天际线积分的排名。因此,用户更喜欢检索前k个天际线点,而不是整个天际线集。在本文中,我们提出了SKYRANK,一种在没有用户定义的偏好函数的情况下对天际线点进行排名的框架,从而发现了天际线集合中最有趣的点的有限子集。为此,我们定义了天际线图,它依赖于维度的不同子集(子空间)的天际线点之间的优势关系。 SKYRANK在天际线图上应用了著名的基于权限的排名算法,并且如本文所述,发现了利用子空间优势关系的天际线点的重要性。此外,当用户的首选项可用时,我们将SKYRANK扩展为处理前k个首选项天际线查询。我们的实验评估说明了优势关系的复杂性和我们框架的排名能力。

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