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Search Results: 1 - 10 of 15723 matches for " Fuzzy环 "
All listed articles are free for downloading (OA Articles)
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Fuzzy理想与Fuzzy除环
谭宜家
福州大学学报(自然科学版) , 1996,
Abstract: 先讨论Fuzzy环中Fuzzy理想的一些基本性质,然后用Fuzzy理想给出Fuzzy除环与Fuzzy域的几个等价刻划.
Fuzzy环中的Fuzzy理想与Fuzzy商环
谭宜家
福州大学学报(自然科学版) , 1995,
Abstract: 先引入Fuzzy环中Fuzzy理想的概念,进而讨论其基本性质,再证明由Fuzzy环中的Fuzzy理想可导出一个商环与2个Fuzzy商环,其中一个FuzZy商环是另一个的Fuzzy理想。
Fuzzy环中的Fuzzy素理想与Fuzzy完全素理想
谭宜家
福州大学学报(自然科学版) , 1999,
Abstract: 给出了 Fuzzy 环中的 Fuzzy 素理想, Fuzzy 半素理想, Fuzzy 完全素理想与 Fuzzy 完全半素理想的概念, 进而讨论了它们的一些代数性质与等价条件
软环的T-模糊软理想
T-Fuzzy Soft Ideals of Soft Rings
 [PDF]

李文婷
Pure Mathematics (PM) , 2013, DOI: 10.12677/PM.2013.35050
Abstract:
为了进一步研究模糊软集理论,通过将软集与模糊理想结合,给出了T-模糊软理想的定义,并在一定程度上推广了模糊软集。然后给出了软环的T-模糊软理想在模糊软运算和模糊软同态下像的相关性质。
In order to investigate fuzzy soft sets further more, T-fuzzy soft ideal, as a generalization of a fuzzy soft set, is initiated by the combination of soft sets and fuzzy sets. Several relevant properties of T-fuzzy soft ideals under fuzzy soft operations and fuzzy soft homomorphisms are also discussed.
加法可逆半环上的fuzzy同余
张诚一
武汉理工大学学报 , 2006,
Abstract: ?定义了加法可逆半环上的fuzzy同余关系,讨论了带有fuzzy同余关系的加法可逆半环s的性质。证明得出:如果s是一个带有fuzzy同余关系μ的加法可逆半环,则s关于μ的fuzzy同余类做成一个加法可逆半环。给出了带有fuzzy同余关系的加法可逆半环的同态性质。
FUZZY UNIFORM RING
模糊一致环

SHANG Hu,
尚琥

系统科学与数学 , 2005,
Abstract: In this paper, the fuzzy uniform ring, fuzzy uniform subring, fuzzy uniform residue class ring, and direct product of fuzzy uniform rings are defined; the three necessary and sufficient conditions to describe fuzzy uniform ring by the fuzzy topological ring of type (QU), by fuzzy uniform space and by a family of fuzzy subsets of a ring are obtained.
Fuzzy Isomorphism Theorems of Hyperrings
超环的模糊同构定理

MA Xueling,ZHAN Jianming,
马学玲
,詹建明

系统科学与数学 , 2008,
Abstract: The concept of normal fuzzy hyperideals of hyperrings is introduced and then some fuzzy isomorphism theorems of hyperrings is obtained by normal fuzzy hyperideals.
Normality and Its Variants on Fuzzy Isotone Spaces  [PDF]
Stephen M. Gathigi, Moses N. Gichuki, Paul A. Otieno, Hezron S. Were
Advances in Pure Mathematics (APM) , 2013, DOI: 10.4236/apm.2013.37084
Abstract:

The study of fuzzy sets is specifically designed to mathematically represent uncertainty and vagueness by assigning values of membership to objects that belong to a particular set. This notion has been broadly extended to other areas of topology where various topological concepts have been shown to hold on fuzzy topology. Some notions naturally extend to closure spaces without requiring a lot of modification of the underlying topological ideas. This work investigates the variants of normality on fuzzy isotone spaces.

A New Bandwidth Interval Based Forecasting Method for Enrollments Using Fuzzy Time Series  [PDF]
Hemant Kumar Pathak, Prachi Singh
Applied Mathematics (AM) , 2011, DOI: 10.4236/am.2011.24065
Abstract: In this paper, we introduce the concept of (4/3)? bandwidth interval based forecasting. The historical enrollments of the university of Alabama are used to illustrate the proposed method. In this paper we use the new simplified technique to find the fuzzy logical relations.
Generalized Fuzzy Data Mining for Incomplete Information  [PDF]
Poli Venkata Subba Reddy
Journal of Software Engineering and Applications (JSEA) , 2018, DOI: 10.4236/jsea.2018.116018
Abstract: Defining data with fuzziness made the knowledge discovery process easy and secure to data in data mining. The fuzzy data bases may have linguistic variables. In this paper, fuzzy conditional inference and reasoning are studied for generalized fuzzy data mining. Generalized fuzzy data mining and reasoning is studied with two membership functions “Belief” and “Disbelief”. The fuzzy logic with two membership functions will give more evidence than single membership function. The fuzzy certainty factor is studied as difference between these functions and made it as single membership function. The fuzzy data mining methods are studied. The generalized data mining is studied with different fuzzy conditional inferences. The business intelligence is given as an example.
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