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Discovering Knowledge from Local Patterns with Global Constraints

机译:从具有全局约束的本地模式中发现知识

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It is well known that local patterns are at the core of a lot of knowledge which may be discovered from data. Nevertheless, use of local patterns is limited by their huge number and computational costs. Several approaches (e.g., condensed representations, pattern set discovery) aim at selecting or grouping local patterns to provide a global view of the data. In this paper, we propose the idea of global constraints to write queries addressing global patterns as sets of local patterns. Usefulness of global constraints is to take into account relationships between local patterns, such relations expressing a user bias according to its expectation (e.g., search of exceptions, top-k patterns). We think that global constraints are a powerful way to get meaningful patterns. We propose the generic Approximate-and-Push approach to mine patterns under global constraints and we give a method for the case of the top-fc patterns w.r.t. any measure. Experiments show its efficiency since it was not feasible to mine such patterns beforehand.
机译:众所周知,本地模式是从数据中发现的许多知识的核心。然而,局部模式的使用受到其巨大数量和计算成本的限制。几种方法(例如,压缩表示,模式集发现)旨在选择或分组局部模式以提供数据的全局视图。在本文中,我们提出了全局约束的想法,以编写将全局模式作为局部模式集的查询。全局约束的有用之处在于考虑了局部模式之间的关系,这种关系根据其期望来表达用户偏见(例如,搜索例外,前k个模式)。我们认为,全局约束是获取有意义模式的有力方法。我们提出了在全局约束下对矿井模式进行泛型的逼近近似方法,并针对top-fc模式w.r.t的情况给出了一种方法。任何措施。实验证明了它的效率,因为事前无法挖掘这种模式是不可行的。

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