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Reduction ratio for GOSCL constrained by Moore co-families on object set

机译:受对象集合的摩尔同族约束的GOSCL的缩减率

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Generalized one-sided concept lattices (GOSCL) represent an FCA-like method for analysis of object-attribute models with different types of attributes. Since the number of concepts can be exponential with respect to the number of objects in a model, study of various reduction methods represents one of the most recognized problems in FCA. One of such reduction is possible, provided that a Moore co-family on object set is considered as some kind of parameter. In order to investigate the efficiency of such reduction method, we experimentally study a reduction ratio for randomly generated contexts.
机译:广义单侧概念格(GOSCL)表示一种类似FCA的方法,用于分析具有不同类型属性的对象-属性模型。由于概念的数量可以相对于模型中对象的数量成指数关系,因此对各种归约方法的研究代表了FCA中最公认的问题之一。如果将对象集合上的Moore同族视为某种参数,则可以采用这种减少方法之一。为了研究这种简化方法的效率,我们通过实验研究了随机生成的上下文的简化率。

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