many: adj.(more; most) (opp. few; cf. much) 许多的，多数的，很多的，多。 ★ 1. 在口语中，尤其是在英国口语中，除用作肯定句的主词或接用于 too, so, as, how 之后以外，带有否定、疑问、条件意义：M- people think so. Did you see many people？ 2. 在其他肯定句中常作 a lot of
Subalgebras and generalized tautologies of many - valued logic systems 多值逻辑系统中的子代数与广义重言式
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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 非经典逻辑是多值逻辑、模糊推理及模糊控制等的理论基础，模糊逻辑是非经典逻辑中极具活力的一个分支。
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It was well known that rq t - norm which rq implication operator residuated to was left - continuous . in fact , any left - continuous t - norm has its own residuum - implication operator . and many - valued system could be obtained from implication operator 事实上，任一左连续t -模都可确定一个与之伴随的蕴涵算子，并且，不同的蕴涵算子就可以构建不同的多值逻辑系统。
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Finte function , the typical representative of many - valued function , is clearly and vividly exposed its complicated alternative character by riemann surface and is thoroughly discussed the key points and the process of monodromic branch ceded from many - valued function 摘要通过讨论多值函数的典型代表根式函数，运用黎曼面，清晰、形象地揭示多值函数复杂的变换特性，并论述分出多值函数的各单值分支的关键问题及其方法。
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So r0 operator and godel operator are united in the systems ha the negation - a with respect to parameter a is defined in ha , the many - valued system h1 / 2 = ( [ 0 , 1 ] - 1 / 2 , 1 / 2 ) is discussed in detail . the classification theorem of tautologies in f ( s ) is obtained in h1 / 2 . the classfication of tautologies is defined on hq 本文还在h _系统中引入了带参数的非运算，较细致地研究了多值系统的子代数理论，以为赋值域建立了f ( s )中重言式的分类定理，并将广义重言式分类定理推广到系统h _ ( 0 1 )中。
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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 格值逻辑把多值逻辑的链型真值域拓广到较一般的格上，既能处理全序信息，又能处理不可比的信息，从而可以更有效地刻画人类的推理、判断和决策的不确定性，尤其是对真值不完全可比较性的研究，能够更真实地刻画人类的思维活动。
