fuzzy sets 中文意思是什麼

fuzzy sets 解釋
模糊集合論
  • fuzzy : adj. 1. 有茸毛的，覆著細毛的，如茸毛的。2. 不清楚的。fuzziness n.
  • sets : 集合
  1. The assessment model of yuliangshi on fuzzy sets

    恆生口服液對血象與免疫作用影響
  2. Philosophical foundation of variable fuzzy sets theory

    可變模糊集理論的哲學基礎
  3. Extension theorems for interval - valued intuitional fuzzy sets

    集的擴展定理
  4. Normal distribution fuzzy sets a new extension of fuzzy sets

    集理論的新拓展
  5. Studies on fuzzy sets theory and the fuzziness of se

    模糊集合論與語義范疇模糊性研究
  6. Compared to the degree of approaching method, the fuzzy semantic relationship between fuzzy sets depends on not only the two fuzzy sets elements " subordinative degree, but also the elements " semantic relationship, while the degree of approaching only depends on the subordinative degree of the same element in different fuzzy sets, so the fuzzy semantic relationship method gets better results, and settle the problem of one text belonging to more than one class well. 3

    兩個模糊集間的語義關聯度，不但依賴于兩個模糊集論域的元素間的隸屬度，而且與相應論域元素間的語義近似程度有關，而貼近度的方法只考慮了相同元素在不同模糊集中隸屬度值的關系，因此模糊語義關聯度的方法獲得了更好的分類效果，並且更好地解決了文本兼類的問題。
  7. In fuzzy sets, neural networks and soft computing, yager r, zadeh l eds., new york : van nostrand reinhold, 1994. 7 lai k r. fuzzy constraint processing

    其原因，是由於不管哪一種數據型態，我們都可以表示成模糊限制式，再交由限制式的糊糊推理引擎進行推演。
  8. 10 zadeh l a. fuzzy sets and information granularity. in advances in fuzzy set theory and applications, gupta m m, ragade r k, yager r r eds., amsterdam : north holland, 1979, pp. 3 - 18

    因此在實用上，不管是數據型態的知識，物理定律方程式，數值或語義輸入變量，都能整合進限制式的模糊塑模系統中，進行知識的表達與推演。
  9. Rs theory was proposed by pawlak in 1982. the focus of rs theory is on the ambiguity caused by limited discernibility of objects in domain of discourse. fuzzy set theory was proposed by zadeh in 1965 and hinges on the notion of a membership function on the domain of discourse, assigning to each object a grade of belongingness in order to represent an imprecise concept. the combination of fuzzy sets and rough sets are a new study and is very value in fact

    粗糙集理論是波蘭數學家z . pawlak於1982年提出來的兩種處理不確定和不精確數據的理論，是通過等價關系來研究對象之間的不可分辨關系;模糊集理論是美國控制論專家zadeh於1965年提出的一種處理非精確的現象的數學工具，是利用集合的特徵函數來處理邊界的不可定義性，在模糊集合中並沒有應用對象之間不可分辨性的概念。
  10. His areas of specialization cover the development and application of intelligent spatial decision support systems, spatial optimization, fuzzy sets and logic for spatial analysis, geocomputation, spatial data mining and knowledge discovery

    他的專門研究范圍包括智能空間決策支援系統、空間優化、空間分析的模糊集合及邏輯、地理計算學、空間數據發掘及知識發現。
  11. A kind of fuzzy linear programming problems based on interval - valued fuzzy sets

    一類基於區間模糊集的線性規劃問題
  12. By the browser / web server / database structure and the technology of asp. net and xml, we achieve the expert system running on the network, extend the application and ensure its backward compatibility ; we have the deep research to the representation of knowledge and apply it to the system, extend the traditional method of rule based knowledge representation ; introduce the fuzzy sets, analyze the generalized possibility interval sets, and combine the linguistic variables and fuzzy sets ; the system adopts the forward and backward chaining, researches the reasoning under uncertainty and inexact reasoning ; and we depart knowledge base and inference engine, make the upgrade simple and maintenance convenient. in the last, we construct the potato produce manage system according to the phases of potato ' s growth to give a detailed instruct to its produc e

    Net和xml技術，實現了網路化的專家系統，同時擴大了專家系統的應用范圍，提高了系統的後向兼容性；對專家系統中的知識表示技術作了深入探討，在傳統的基於規則的知識表示方法的基礎上，提出了基於規則擴展的知識表示方法，並較好地將其應用到本系統中；引入了模糊集合，分析並推導了廣義可能區間集，將其應用於模糊知識的表示，將語言變量和模糊集合結合起來；提出對系統採用互動式知識獲取途徑、雙向推理控制策略，對不精確推理和不確定性推理的傳播演算法作了一定的研究，成功地將其應用到馬鈴薯專家系統的構建之中；採用知識庫和推理機相分離的方法，使得系統升級簡單易行。
  13. A model for enterprise diagnosis based on intuitionistic fuzzy sets

    一種基於直覺模糊集合的企業診斷模型
  14. Intuitionistic fuzzy sets method for fuzzy multiple attribute decision making

    模糊多屬性決策的直覺模糊集方法
  15. Cartesian product and correlation of interval valued intuitionistic fuzzy sets

    區間值直觀模糊集的直積與相關性
  16. Diagnostic knowledge extraction based on variable precision rough - fuzzy sets integration model

    模糊集模型的診斷知識獲取
  17. L. a. zadeh, a famous american electronic engineering and cybernetics scientist with profound insight, played emphasis on this kind of problem and published < < fuzzy sets > > for resolving it in 1965. he amended and extended set theory - the basis of modern mathematics with a bold hand and brought forward the thinking of using fuzzy set as a mathematical model to representing fuzzy business

    美國著名的電子工程學家和控制論專家扎德（ l . a . zadeh ）是位很有見識的科學家，他正視並為解決這類問題於1965年，發表了《模糊集合》一文，大膽地對現代數學的基石?集合論進行修改和擴充，提出了用模糊集合（ fuzzyset ）作為表現模糊事物的數學模型。
  18. Flood season has uncertainty and belongs to fuzzy sets

    提出汛期具有不確定性，屬于模糊集合。
  19. Sim - cheng lin, yung - yaoo chen. design of silf - learning fuzzy sliding mode controllers based on genetic algorithm. fuzzy sets and systems. 1997, 86 : 139 - 153

    鄭懷林，陳維南.基於遺傳演算法的模糊滑模控制器設計及其在直流伺服系統中的應用.電氣自動化， 2000 （ 1 ） 38 - 39
  20. Meanwhile we introduce the concepts of - smooth pointwise quasi - uniform continuous goh and l - smooth pointwise uniformity on fuzzy lattices, discussed some properties, characteristics and equivalent depictions. in the fourth chapter, the first, with the concepts of a - locally finite family of fuzzy sets in [ 72 ], we defined a new kind of strong fuzzy paracompactness

    定義l - smooth點式擬一致結構的l - smooth基的概念，從而給出了f格上的l - smooth點式一致結構概念，獲得了若干l - smooth一致結構的等價刻畫。
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