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in the rough相关的网络例句

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与 in the rough 相关的网络例句 [注:此内容来源于网络,仅供参考]

At the early 1980s, is an effective mathematic tool to deal with the uncertain or fuzzy knowledge. Rough rule theory has been widely used in information retrieval, digital library, software engineering and knowledge discovery. Its main idea includes acquisition of rough decision rules by reduction of data under the condition of keeping an invariability of classification capacity. And it basically represents a concept by a pair of approximation sets according to the partition on the given data based on the indiscernibility relation. Rough sets theory is well suited to deal with inconsistency of the rough approximations. So it is a new mathematical tool dealing with vagueness and uncertainty, and has found its applications in many areas such as AI, KDD, pattern recognition and classification and fault diagnosis.

主要完成了以下几个方面的工作:(1)对于高速移动机器人车道线跟踪问题中的规则知识获取,首先阐述了模糊逻辑系统的基本特点、工作原理和基本作法,分析了模糊规则知识获取过于依赖专家经验知识、对于每一个细节几乎都需要人工主观经验的参与、难以处理大数据集样本等方面的不足,进而阐述了粗糙集合理论的基本特点、基于粗糙集合理论的规则获取的关键技术和工作原理,为后续章节中经典粗糙集合模型的扩展及粗糙决策规则集的性能分析做好基础;(2)在经典粗糙集理论及其一般扩展的可变精度粗糙集VPRS的基础上,提出了非均匀可变精度粗糙集模型k-VPRS。

The main contributions and innovations in this dissertation are as follows:(1) The uncertainty of knowledge and rough set is discussed and a fuzzy entropy measure method based on boundary region is put forward. It redefines knowledge rough entropy and rectifies the definition of rough entropy of rough set.

论文的主要贡献及创新如下:(1)对知识和粗集的不确定性进行了深入研究,提出一种基于边界域的模糊熵度量方法,重新定义了知识粗糙熵并修正了粗集粗糙熵的定义。

The application of rough set theory in incomplete information systems is one of the key problems to study rough set theory in practice. However, it is difficult for classical rough set theory to deal with those incomplete information systems.

粗糙集理论在不完备信息系统中的应用,是将粗糙集理论进一步推向实用的关键之一,而经典的粗糙集理论对不完备信息系统的处理显得束手无策。

Kuroki N firstly put forward the notion of rough subsets and rough ideals in semigroups, testifying that Under the condition of the congruence relation, a rough set of a subsemigroup was proved to be its subsemigroup, while that of a leftideal was also proved to be its leftideal.

Kuroki N首先研究了半群中的粗理想,首次提出了粗子半群和粗理想的概念,证明了在同余关系下,半群的粗糙集是半群,左理想的粗糙集是左理想。

This article continues to study the application of rough set theory rough and algebra system -group, rings to combine research. So that rough algebra system is built better perfectly.

本文继续将粗糙集理论与代数系统——群、环理论结合起来进行研究,以此建立比较完善的粗糙代(来源:0cbdAcbBC论文网www.abclunwen.com)数系统。

ZCMJ high efficiency roughly grinding machine produced by our company is mainly suitable for not only before-boiling rough grinding of straw, bagasse, bulrush, wooden flake, cotton stalk, paring, sawdust, shrub and hemp stalk, but also rough grinding of raw material fermented by natural living substances or soaked in limewater and after-boiling rough grinding.

我厂研制创新生产ZCMJ高效粗磨机,该机主要用于造纸制浆。既适用于麦稻草、甘蔗渣、芦苇、木片、棉杆、刨花、锯屑、节子浆、灌木、麻杆等蒸煮前的粗磨,也适用于通过自然生物发酵,或石灰水浸泡后的原料的粗磨,更适用于蒸煮后的粗磨。

RHMJ high efficiency roughly grinding machine produced by our company is mainly suitable for not only before-boiling rough grinding of straw, bagasse, bulrush, wooden flake, cotton stalk, paring, sawdust, shrub and hemp stalk, but also rough grinding of raw material fermented by natural living substances or soaked in limewater and after-boiling rough grinding.

我厂研制创新生产RHMJ高效粗磨机,该机主要用于造纸制浆。既适用于麦稻草、甘蔗渣、芦苇、木片、棉杆、刨花、锯屑、节子浆、灌木、麻杆等蒸煮前的粗磨,也适用于通过自然生物发酵,或石灰水浸泡后的原料的粗磨,更适用于蒸煮后的粗磨。

Based on the analysis of existed fuzzy integral theories, the notions of the Choquet upper and lower fuzzy integral and rough interval numbers' integral form were proposed; the rough properties of Choquet fuzzy integral and an information fusion method based on rough Choquet fuzzy integral were given.

在分析现有模糊积分理论的基础上,提出了Choquet上、下模糊积分的概念和粗糙区间数的积分形式,给出了Choquet模糊积分的粗糙特性,建立了基于粗糙Choquet模糊积分形式和信息融合方法。

Bosch Power Tools - A Diamond From The rough Bosch Power Tools - A Diamond From The rough Bosch power tools are ruggedly constructed to endure rough treatment and still provide precision service.

力博工具-从粗钻石电动工具博什-从粗钻石工具ruggedly兴建博力忍受粗糙处理和提供更精确的服务。

According to the rough structure and algebra structure, the main work is to study the application of rough set theory on algebra system-groups and rings in this thesis. So that rough algebra system is built better perfectly.

本文根据粗糙结构和代数结构,研究了粗糙集理论在代数系统——群、环上的应用,以此建立比较完善的粗糙代数系统。

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