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Rough Computation Based on Similarity Matrix

机译:基于相似矩阵的粗略计算

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摘要

Knowledge reduction is one of the most important tasks in rough set theory, and most types of reductions in this area are based on complete information systems. However, many information systems are not complete in real world. Though several extended relations have been presented under incomplete information systems, not all reduction approaches to these extended models have been examined. Based on similarity relation, the similarity matrix and the upper/lower approximation reduction are defined under incomplete information systems. To present similarity relation with similarity matrix, the rough computational methods based on similarity relation are studied. The heuristic algorithms for non-decision and decision incomplete information systems based on similarity matrix are proposed, and the time complexity of algorithms is analyzed, Finally, an example is given to illustrate the validity of these algorithms presented.
机译:知识减少是粗糙集理论中最重要的任务之一,该领域的大多数减少基于完整的信息系统。但是,许多信息系统在现实世界中不完整。虽然在不完整的信息系统下呈现了几种延长关系,但并非所有对这些扩展模型的减少方法都已进行检查。基于相似关系,在不完整的信息系统下定义相似性矩阵和上/较低近似减少。为了与相似性矩阵呈现相似关系,研究了基于相似关系的粗略计算方法。提出了基于相似性矩阵的非决定和判定不完整信息系统的启发式算法,并且分析了算法的时间复杂性,最后,给出了示例以说明所呈现的这些算法的有效性。

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