Weighted Rough Set Model

Tinghuai Ma, Meili Tang
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引用次数: 8

Abstract

Equal set is the most important concept in rough set. In classic rough set model, the equality is strong, must be very precise. But strong equality cause inapplicable due to data noise. Variable precision rough set model solve the data noise by introducing an error-tolerated factor. But there are no weighted factors in knowledge system. Especially, after data cleaning, rules those have same form will be unite to one rule. But objects have different importance is more close to actually application. In this paper, weighted rough set (WRS) model is provided. WRS is based on variable precision rough set (VPRS) model. This model not only considers the noise tolerant capability, but also considers the objects' importance. In weighted rough set model, some basic concepts are redefined. Also, reduction definition is provided. At last, from the experiments, weighted rough set model's characters are got
加权粗糙集模型
等集是粗糙集中最重要的概念。在经典粗糙集模型中,等式很强,必须非常精确。但由于数据噪声,强相等性不适用。变精度粗糙集模型通过引入误差容限因子来解决数据噪声问题。但知识系统中不存在加权因子。特别是在数据清理后,将具有相同形式的规则统一为一个规则。而对象的不同重要性更接近于实际应用。本文提出了加权粗糙集(WRS)模型。WRS基于变精度粗糙集(VPRS)模型。该模型既考虑了目标的容噪能力,又考虑了目标的重要性。在加权粗糙集模型中,重新定义了一些基本概念。此外,还提供了还原定义。最后,从实验中得到了加权粗糙集模型的特点
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