many-valued logic 中文意思是什麼
many-valued logic
解釋
多值邏輯-
Subalgebras and generalized tautologies of many - valued logic systems
多值邏輯系統中的子代數與廣義重言式 -
Non - classical logic is the theoretical basis of many - valued logic, fuzzy reasoning and fuzzy control. fuzzy logic is the most active branch of non - classical logic
非經典邏輯是多值邏輯、模糊推理及模糊控制等的理論基礎,模糊邏輯是非經典邏輯中極具活力的一個分支。 -
The research of multiple - valued logic includes many aspects. two of its most important parts are completeness theory of function sets, decision and construction for sheffer functions
多值邏輯的研究內容有很多,函數系的完備性判定、 sheffer函數的構造與判定是其中的重要組成部分。 -
Multiple - valued logic can solve many problems easily while two - valued logic has too many difficulties to solve them, so multiple - valued logic has a bright future
多值邏輯可以更好地解決用二值邏輯不易解決的問題,因此有著廣闊的發展前景。 -
It extends linear valuation field of many - valued logic to a more general lattice, thus can deal with both order and non - order information, such as non - comparable information, consequently describe the uncertainty of human reasoning, judging and decision - making more effectively. in the view of logic, reasoning is the use of knowledge and logic deduction
格值邏輯把多值邏輯的鏈型真值域拓廣到較一般的格上,既能處理全序信息,又能處理不可比的信息,從而可以更有效地刻畫人類的推理、判斷和決策的不確定性,尤其是對真值不完全可比較性的研究,能夠更真實地刻畫人類的思維活動。
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