二值逻辑的英文

• principle of bivalence
• two valued logic
• two-value logic
• two-valued logic

• "二"英文翻译    two
• "值"英文翻译    price; value
• "逻辑"英文翻译    logic
• "二值逻辑代数" 英文翻译 :    algebra of two state logic; algebraoftwostatelogic
• "二值逻辑网络" 英文翻译 :    binary logic network; two-valued logic network
• "半阈值逻辑" 英文翻译 :    semi-threshold logic
• "变阈值逻辑" 英文翻译 :    variable-threshold decoding logic
• "单值逻辑" 英文翻译 :    one valued logic
• "多值逻辑" 英文翻译 :    many value logic; many valued logic; many-valued logic; multilevel logic; multiple value logic; multiple valued logic; multiple-valued logic; multivalue logic; n-valued logic; valued logic
• "非阈值逻辑" 英文翻译 :    ntl
• "高阈值逻辑" 英文翻译 :    high threshold logic; htl
• "三值逻辑" 英文翻译 :    ternary logic; three valued logic; three-valued logic
• "三值逻辑差" 英文翻译 :    ternary logic difference
• "三值逻辑学" 英文翻译 :    three valued logic calculus
• "无阈值逻辑" 英文翻译 :    nonthreshold logic; ntl
• "阈值逻辑" 英文翻译 :    threshold logic; voting logic
• "多值逻辑模拟" 英文翻译 :    multivalue logic simulation
• "多值逻辑网络" 英文翻译 :    many value logic network
• "高值逻辑电路" 英文翻译 :    high threshold logic circuit
• "可变阈值逻辑" 英文翻译 :    variable threshold logic
• "三值逻辑网络" 英文翻译 :    ternary logic network
• "双值逻辑元件" 英文翻译 :    binary logic element
• "无穷多值逻辑" 英文翻译 :    infinitely-many-valued logic
• "无限多值逻辑" 英文翻译 :    infinite value logic
• "无限价值逻辑" 英文翻译 :    infinite value logic; value logic

• The traditional database based on classical 2 - valued logic fails to manage these two kinds of information
  以经典二值逻辑为理论基础的传统数据库并不能处理这两类信息。
• 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
  多值逻辑可以更好地解决用二值逻辑不易解决的问题，因此有着广阔的发展前景。
• By applying fuzzy mathematical concepts , more precise meannings can be given to " existing faults " , to " severity of faults " and to " heavy vibration " by membership than by traditional two values logic in this thesis
  鉴此，本文采用模糊数学的方法，用隶属度来描述诸如“振动大” 、故障“存在”或故障“严重”等此类模糊命题，这就比用传统的二值逻辑更实际地反映了机组的振动。
• On the other hand , in order to get over the shortcoming of classical set theory , under which each member is required to belong to a unique set , the fuzzy set theory extends the classical set theory , providing a status between in - set and not - in - set as the smooth transferring status
  另一方面,模糊集合理论对经典集合论进行扩展,突破了经典集合“非此即彼”的精确二值逻辑,使得集合元素的归属状态在集合元素与非集合元素之间有一个平滑的过渡。
• In addition , by introducing three operators , judging true , judging medium and judging false , the relationship between the system mf and the classical 2 - valued logic system is discussed . based on the relationship , the resolution principles of mfm are given by taking the classical 2 - valued logic system as a tool . the resolution principles show that the resolution problems can be solved by using the theories of the classical 2 - valued logic system
  此外，通过引入判真、判中和判假三个算子给出了mf ~ m系统与经典二值逻辑系统的关系，并以经典二值逻辑系统作为工具讨论了mf ~ m系统的消解理论，该消解理论能够完全利用经典二值逻辑系统的理论方便地解决mf ~ m的消解问题。
• Therefore , based on formers " research and recurring to the rather strong ability of holding mistakes possessed by rough set theory , this paper present a new attribute reduction arithmetic as well as an improved value reduction arithmetic based on the combination of rough set theory and duality boolean calculation , and use it to handle the reduction progress of the decision table including all kinds of fault cases which is established by considering the signals of protection relays and circuit breakers , then form the general mixed knowledge model and bring up an idea about automatic production of decision table
  为此，本文在前人研究的基础上尝试借助粗糙集理论所具有的较强的容错能力，提出了基于粗糙集理论与二值逻辑运算相结合的属性约简算法以及改进的值约简算法，并将其应用于由断路器和保护为条件属性，考虑各种故障情况所组成的诊断决策表的约简过程中，形成了混合策略知识模型，同时提出了诊断决策表自生成的基本思想。
• With the deep research of complicated problem , how to deal with various uncertainties and evolution has been a critical problem for further development of ai . most researchers put forward all kinds of propositional logic to satisfy application such as classical propositional logic , three - value logic , fuzzy logic etc . in the logic the value of proposition is continuous variety
  随着对复杂性问题研究的深入，经典的二值逻辑已经不能解决现实社会中的所有问题，因此人们提出了各种“非标准逻辑”和“现代逻辑” ，例如三值逻辑、多值逻辑、模糊逻辑和概率逻辑等。

• 二值逻辑的日语：にちろんり