1) multivalued logic simulation
多值逻辑模拟
2) logic simulation
逻辑模拟
1.
Research of dispersed waveform and adventure in logic simulation;
逻辑模拟验证中波形离散化及冒险问题研究
2.
Waveforms are used as a tool for describing circuits during logic simulation and accurate simulation is achieved by computing and checking waveforms.
在逻辑模拟中用波形作为电路状态的描述工具 ,通过对波形的计算和检查实现精确的模拟 。
3.
The design and implementaion of Windows environment-based digital circuit logic simulation software (DCLSS) are presented in order to be able to conduct experiments of Digital Circuit course in a computer.
为了能够在微机上用软件实现不依赖于特定实验装置的数字电路实验 ,开发了基于Windows环境下的数字电路逻辑模拟软件DCLSS 。
3) analog/logic
模拟/逻辑
4) multiple-valued logic
多值逻辑
1.
Synthesis of double pass-transistor logic network applied to multiple-valued logic;
应用于多值逻辑的双传输管逻辑网络综合
2.
Behavior sequence and technique of generation based on multiple-valued logic;
行为序列及基于多值逻辑的产生技术
3.
The Decision on the Minimal Covering of Precomplete Classes in Partial Multiple-valued Logic;
部分多值逻辑中极大封闭集之最小覆盖的判定
5) many-valued logic
多值逻辑
1.
Proposition relativity and logic calculation in many-valued logic;
多值逻辑中的命题相关性与逻辑运算研究
2.
Subalgebras theory in many-valued logic system H_α;
多值逻辑系统H_α中的子代数理论
3.
The algorithm is simple and suitable for 2-valued and many-valued logic.
本算法比较简单,适用于二值逻辑和多值逻辑。
6) multi-valued logic
多值逻辑
1.
Canonical form of fuzzy logic function based on multi-valued logic method.;
基于多值逻辑方法的模糊逻辑函数规范展开
2.
In this paper, binary logic is replaced with multi-valued logic to increase communi-cation rate.
为此本文提出了用多值逻辑代替传统的二值逻辑以提高通讯速率。
3.
So the result is believed that the validity and possibility with such kind of neurons for multi-valued logic as well as its strong capability for information processing.
该文根据该神经元数学模型,结合POST代数系统中多值逻辑取值及运算的概念,实现了基于单个复数权神经元的多值整形运算,设计的多值逻辑整形运算具有稳健性能,所得结果表明用复数权神经元实现多值逻辑的有效性和可行性,说明了其强大的信息处理能力。
补充资料:多值逻辑
| 多值逻辑 many-valued logic 一种非经典的逻辑系统。在经典逻辑中,每一个命题皆取真假二值之一为值 ,每一命题或者真或者假 。但实际上,一个命题可以不是二值的。命题可以有三值,推而广之,还可以有四值,五值。因此,对每一自然数n,有n值,以至于无穷多值。研究这类命题之间逻辑关系的理论,即为多值逻辑。多值逻辑建立于20世纪20年代初,由卢卡西维茨和美国逻辑学家E.L.波斯特创建。在60年代获得了新的推广,从多值的线序域推广到多值的偏序域,建立了格值逻辑。70年代后,多值逻辑被用于计算机科学和人工智能等方面。多值逻辑和经典逻辑一样,也可以用公理方法系统化,建立演算系统。 |
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