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- The improved binary discernable matrix is not only small in scale but also suitable for any decision tables for computing the core. 改进的二进制可辨矩阵不仅规模小，而且适用于任何决策表求核。
- Firstly, it deals with the data of information system and create the binary discernible matrix. 首先对信息系统的数据加工泛化，构造其二进制可辨矩阵。
- A method for calculating decision rules core based on binary discernibility matrix is presented directly. 基于二进制可辨矩阵给出一个简单的直接求取决策规则核的方法,并提出一种决策规则的约简算法。
- In the paper,some shortcomings of Zhi Tian-yun s the attribute reduction algorithm based on binary discernibility matrix are pointed out. 指出支天云的二进制可分辨矩阵约简算法存在的不足,给出简化的决策表定义和基于二进制可分辨矩阵的属性频率函数的定义。
- It can be achieved by heuristic information after attribute reduction.A method for calculating decision rules core based on binary discernibility matrix is presented directly. 基于二进制可辨矩阵给出一个简单的直接求取决策规则核的方法,并提出一种决策规则的约简算法。
- Simple binary discernibility matrix 简化的二进制差别矩阵
- binary discernable matrix 二进制可辨矩阵
- New Binary Discernibility Matrix and the Computation of a Core 一个新的二进制可辨识矩阵及其核的计算
- Quick Computing Core Algorithm Based on Simply Binary Discernibility Matrix 基于简化的二进制差别矩阵的快速求核算法
- A heuristic attribute reduction algorithm based on binary discernibility matrix 基于二进制可辨矩阵的属性约简启发式算法
- Knowledge Reduction Algorithm Based Binary Discernibility Matrix(to be Continued) 基于二进制可辨矩阵的知识约简(待续)
- Completeness and Soundness of Knowledge Reduction Algorithm Based on Binary Discernible Matrix 基于二进制可辨矩阵知识约简方法的完备有效性
- Research and Application of Knowledge Granulation Based on Binary Discernible Matrix 基于二进制可辨矩阵的知识粒度研究及应用
- Quick Attribution Reduction Algorithm Based on Simple Binary Discernibility Matrix 基于简化的二进制差别矩阵的快速属性约简算法
- Algorithm for Attribute Reduction Based on Attribute Significance of Binary Discernible Matrix 基于二进制可辨矩阵属性重要度的属性约简算法
- A more efficient algorithm for attribute reduction based on the binary discernible matrix 基于二进制可辨矩阵的属性约简算法的改进
- Binary discernible matrix 二进制可辨矩阵
- Aiming at the criteria based on comparing amplitude for fault line selection, a new criterion based on discernable matrix was proposed. 针对电气量的幅值比较选线原理,提出了基于可辨识矩阵的幅值比较选线判据。
- binary discernibility matrix 二进制可辨矩阵
- Binary discernibility matrix-based reduction approaches are characterized by vivacity and operability，which make them widely applied to projects. 摘要 基于二进制可辨矩阵的数据约简方法具有直观性和可操作性的特点，因而在实际应用中受到开发人员的青睐。
