fuzzy algebra 中文意思是什麼
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The mp - filters and fuzzy filters of a implication algebra on a partial ordered set are studied with the condition given in chapter 2 which implicative operator should satisfy
利用上述得到的關于蘊涵代數中蘊涵運算元的條件，研究偏序集上具有條件（ c ）的蘊涵代數的mp濾子及fuzzy濾子。 -
Intuitionistic fuzzy algebra ideals and intuitionistic fuzzy quotient algebra
直覺模糊代數理想和直覺模糊商代數 -
In the second part, we study up on several algebra structures on l - fuzzy algebra
第二部分是關于l - fuzzy代數中若干代數結構的研究。 -
In this paper, the main purpose is to study ( strong ) completely normal separation axiom in l - topological spaces and several algebra structures on l - fuzzy algebra
本文主要是研究l -拓撲空間的（強）完全正規分離性和l - fuzzy代數中的若干代數結構。 -
In the second part, several fuzzy algebra structures, such as l - fuzzy subfield, l - fuzzy linear spaces over l - fuzzy subfields, l - fuzzy algebra over l - fuzzy subfields, l - fuzzy sublattice group etc, are defined. subsequently, based on several kinds of level cut sets in [ 8 ], their some nature properties are discussed
第二部分的主要內容如下：第二部分這一部分給出了l - fuzzy代數中的l - fuzzy子域， l - fuzzy子域上的l - fuzzy線性空間， l - fuzzy子域上的l - fuzzy代數， l - fuzzy子格群等代數結構的定義並藉助于[ 8 ]中的幾種水平截集討論了它們的若干特徵性質。 -
Using a kind of fuzzy blur numerical value in algebra to measure definite dissimilarity measurement
由一種模糊代數上的模糊數值測度確定的不相似度量 -
The algebra and generalized tautology in limited interval - valued fuzzy logic
有限區間值模糊邏輯代數及其廣義重言式 -
The algebra and generalized tautology in limited disturbing fuzzy propositional logic
有限擾動模糊邏輯代數及其廣義重言式 -
L - fuzzy lattice implication algebra
型模糊格蘊涵代數 -
The primary contributions of this thesis include : having studied the rough set theory carefully, the thesis finds the relationship between rough set and such abstract theories as modal logic, fuzzy set, algebra system and interval - set algebra, i. e., rough set provides a well defined semantical interpretation to these abstract theories, which enables us to better understand them. secondly, rough set builds an inter - relationship among these dependent theories and connects them together
完成的工作和取得的創新性成果在於：經過對粗糙集理論的深入研究，作者找到了粗糙集與模態邏輯、模糊集、代數系統和區間集代數等抽象理論之間的關系，一是粗糙集可以為抽象理論提供語義解釋，從而使我們能更好地理解掌握這些抽象理論；二是粗糙集建立了各個獨立的抽象理論之間的內在關系，使彼此獨立的抽象理論聯系在了一起。 -
This thesis mainly studies the algebra structure and applications of fuzzy inferenceo the chief research : one is r0 algebra structure of wnxwm, the other is some ways of fuzzy - possible reasoning
本文主要研究了模糊推理的數學結構及其應用。主要研究成果有w _ n w _ m上r _ 0代數結構及其構造及模糊一可能推理的幾種推理形式。 -
The representation theories of mp - filter which is created by an non - empty set of a implication algebra on a partial ordered set with condition ( c ) are obtained at first. and it ' s proved that the set which contains all mp - filters of a implication algebra x, denoted by mf ( x ) = { f x f is a filter of x }, is a distributive lattice and a complete lattice also in the view of the concept of mp - filter. then the fuzzy filter of a implication algebra is discussed, and the relations between mp - filter and fuzzy filter are obtained
藉助于mp -濾子的概念，得到了偏序集上具有條件（ c ）的蘊涵代數中由非空集合所生成mp濾子的表示定理，證明了由其上所有mp -濾子組成的集合mf （ x ）是一個完備的分配格；得到了蘊涵代數中fuzzy濾子與mp濾子的關系，給出了fuzzy濾子成為fuzzy素濾子的若干刻畫；並利用mp -濾子和fuzzy濾子，刻畫了一類偏序集上蘊涵代數的結構。 -
With the help of fuzzy calendar algebra and fuzzy operators, it is easy to describe desired temporal requirements
摘要藉助模糊概念和模糊運算，對時間區間的描述很容易實現。 -
The second part builds a new algebra syetem rl, which in the definition of bl - algebra gets rid of the stronger condition and studies the properties of rl - algebra. in the same time, using rl - algebra as the true - value field this paper builds a more extentively formal deductive system of fuzzy prepositional calculus - - - - - - logic system rl. obtains a series of theorems, and studies the completeness of rl logic
第二部分：在以bl邏輯為背景的bl代數的定義中去掉限制性較強的條件a b = a （ a b ） ，建立了一種新的代數系統rl ，並進一步研究了rl代數類的性質；以rl代數為賦值域建立了一種更為廣泛的模糊命題演算的形式系統? ?剩餘格值邏輯系統rl ，得到了一系列定理，同時研究了邏輯系統rl的（弱）完備性 -
So the theory of generalized tautologies was built, which gave a new direction in fuzzy logic research. an implication operator is residuated to a special left - continuous t - norm, and r0 algebra proposed by professor wang can be seen as the algebra which is built by the special left - continuous t - norm and implication operator
此後，王國俊教授以（ ? ） ? lindenbaum代數為背景建立了r _ 0代數理論。 r _ 0代數可以看作是基於一種特別的左連續t -模及其所對應的蘊涵運算元而建立的。 -
After analyzing the process of mathematization, several conclusions are summed up as follows. first, while the subjects investigated of 17th century ' s mathematics include the mixture of the structure of sequence, the structure of algebra and the fuzzy quantum in the structure topology
首先，十七世紀數學的研究對象是一個包含代數結構、序結構和拓撲結構的模糊的「量」的混合體，而主要的內容是有別于古典幾何的無窮小演算法。 -
Fuzzy logic is studied with algebraic tools in this paper. a kind of algebraic abstract of fuzzy logic, implication algebra on a partial ordered set, is given. the relations between implication algebra and other algebraic structures, such as mv - algebra and heyting algebra etc., and the filter and the structure of implication algebra on a partial ordered set are studied
本文的目的是使用代數工具對模糊邏輯進行研究，給出模糊邏輯的一類代數抽象，即偏序集上的蘊涵代數，研究偏序集上蘊涵代數與其它代數結構，如mv -代數， heyting代數之間的關系，以及偏序集上蘊涵代數的濾子與其結構等。 -
The relation between intuitionistic fuzzy filter and intuitionistic fuzzy lattice filter is given, the equivalence conditions of intuitionistic fuzzy filter are obtained, which lay a theoretical foundation for the further application of intuitionistic fuzzy filter in lattice implication algebra
給出了直覺模糊格濾子與直覺模糊濾子的關系，得到了直覺模糊濾子的幾個等價條件，為直覺模糊集在格蘊涵代數中的進一步應用奠定了理論基礎。 -
Pointed out a family of congruence relations induced by a fuzzy filter of a lattice implication algebra and proved that this family of congruence relations is a complete chain, and then discussed the relations between the quotient lattice implication algebras induced by this family of congruence relations. 3. discussed the property of fuzzy li - ideals, pointed out a family of congruence relations induced by a fuzzy li - ideal of a lattice implication algebra and proved that this family of congruence relations is a complete chain, and then discussed the relations between the quotient lattice implication algebras induced by this family of congruence relations
對模糊li -理想的性質作了進一步的研究，證明了利用格蘊涵代數上的一個模糊li -理想可以得到格蘊涵代數上的一簇同余關系，證明了這簇同余關系構成一個完備鏈，在此基礎上討論了這簇同余關系誘導的格蘊涵商代數之間的關系，並用一個例子說明了這簇同余關系的確可以包含更多的同余關系。 -
Enlightened by the structures of group and ring in algebra, in this paper, author firstly raise the concept of fuzzy power ring. first, the properties of the fuzzy power ring will be considered. second, the structure of each fuzzy power ring will be described systematically, and attempts will bo made to classify the fuzzy power ring and the chains of sub rings will bo constructed
作者由代數學中群，環的結構得出啟發，在本文中首次提出fuzzy冪環的概念，討論了fuzzy冪環的及其性質，完整地研究了各種fuzzy冪環的結構，對fuzzy冪環進行了分類，並構造了各類的子環列，進一步研究了fuzzy冪環的同態，同構。
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