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Using NIAR k-d Trees to Improve the Case-Based Reasoning Retrieval Step

机译:使用NIAR k-d树改进基于案例的推理检索步骤

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Case retrieval is one important step in the case-based reasoning cycle. Up to now, several algorithms have been proposed for the indexing of cases, since the original indexing approach of k-d trees came up in literature. Main approaches propose the use a precomputed binary search tree to get an average logarithmic time effort in searching. The proposal presented in this paper consists of an indexing algorithm based on the principle of binary search trees for efficient case retrieval according to a given similarity measure called sim. The proposed NIAR k-d tree algorithm embodies two main steps based on the computation of the average value of the corresponding attribute among the subtree cases, and selecting for that attribute, the value of the Nearest Instance/case to the Average as the Root (partition value). Experimental results with some databases have shown that the retrieval step in NIAR k-d tree is faster than the standard k-d tree approach. The time efficiency, the depth and breadth in both trees are analyzed. The results obtained depict a significant difference of levels in the trees. The presented approach is implemented within a current research work on introspective reasoning framework for case-based reasoning in continuous domains.
机译:案例检索是基于案例的推理周期中的重要一步。自从文献中提出了k-d树的原始索引方法以来,到目前为止,已经提出了几种用于案例索引的算法。主要方法提出使用预计算的二进制搜索树来获得搜索中的平均对数时间。本文提出的建议包括一个基于二叉搜索树原理的索引算法,该算法根据给定的相似性度量sim进行有效的案例检索。提出的NIAR kd树算法包含两个主要步骤,基于计算子树​​案例中相应属性的平均值,然后为该属性选择``最接近实例/案例''的值作为``根''(分区值) )。一些数据库的实验结果表明,NIAR k-d树中的检索步骤比标准k-d树方法更快。分析了两棵树的时间效率,深度和宽度。获得的结果描述了树木中水平的显着差异。所提出的方法是在自省推理框架的当前研究工作中实现的,以用于在连续领域中基于案例的推理。

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