• 属性约简粗糙理论核心内容

    Attribute reduction is the core of rough sets theory.

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  • 第五研究信息系统约简算法

    In chapter five: The reduction algorithms of information system were studied.

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  • 粗糙理论核心内容知识约简

    Rough set theory is the core content of knowledge reduction.

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  • 一个重要挑战测试

    An important challenge is test suite reduction.

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  • 应用到了系统中。

    Rednction has applied in pan order systems.

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  • 知识约简粗糙理论重要研究内容

    Knowledge reduction is one of important issues in rough set theory.

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  • 论域约简决策对象集合压缩

    Universe reduction refers to the compression of object set in decision table.

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  • 属性约简粗糙理论核心内容之一

    Attributes reduction was one of the key problems in rough set theory.

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  • 属性约简粗糙理论中的一个研究重点

    Attribute reduction is a research focus in rough set theory.

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  • 家里条件极差生活非常

    Because of very poor home conditions, he lives a very simple life.

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  • 属性约简粗糙理论中的一个重要课题

    Reduction of attribute is another important subject in Rough Set theory.

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  • 属性约简粗糙集用于数据分析重要概念

    Attribute reduction is an important concept in rough sets data analysis.

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  • 本文主要研究基于理论属性约简算法

    This paper researches attributes reduction of Rough Set Theory.

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  • 知识约简粗糙理论研究中的重要内容之一

    Knowledge reduction is one of the important contents in the research on rough set theory.

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  • 数据约简粗糙理论非常重要研究课题

    Data reduction is one of important research issue in rough set theory.

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  • 因此必要每一个镜头检测决策进行特征约简

    Therefore, it is necessary to perform feature reduction for every decision of the shot boundary.

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  • 属性约简问题粗糙理论一个核心研究课题

    Attribute reduction is a core subject in the domain of rough set theory.

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  • 知识约简决策条件等于初始决策表的条件熵。

    The conditional entropy of decision table will not change in the reduction process.

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  • 约简集中两个重要概念,它具有重要应用

    Reduction and core are two important concepts and significantly applied in rough set.

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  • 实验结果表明算法有效的,能快速地进行属性约简

    The experimental results show that the algorithm is effective and fast.

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  • 解决类问题一般方法采用启发式算法求出最优或次最优约简

    The common method to solve this problem is to adopt the heuristic algorithm.

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  • 解决类问题一般方法采用启发式算法求出最优或次最优约简

    The common method to solve this problem is to adopt the heuristic algorithm.

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