This paper presents a learning problem from positive examples based on multiple valued minimization paradigm. A new heuristic algorithm for the problem is given.
本文基于多值逻辑函数极小化提出一种正例学习问题，并对这一正例学习问题给出一个启发式学习算法。
The functional representations, the algorithmic and design method for describing this circuit structure using multiple-valued logic are also discussed.
同时利用多位逻辑，提出了描述这种电路构造的函数表达式、算法以及设计方法。
A sufficient and necessary condition for a group of multiple-valued logical functions to form a permutation is presented in this paper.
本文给出了一组多值逻辑函数构成置换的一个充要条件。
On the basis of the multiple-valued switch-level algebra, this paper proposes a logic design automation algorithm for NMOS and CMOS combinational circuits.
本文在多值开关级代数理论的基础上，提出了适合于NMOS及CMOS组合电路的逻辑设计自动化算法。
Multiple-valued optical logic implementation have firstly been demonstrated by using bistable laser diode (BILD) or bistable light emitting diode (BILED) circuits.
利用双稳态激光二极管(BILD)或双稳态发光二极管(BILED)回路首次得到了光学多值逻辑。
Multiple-valued optical logic implementation have firstly been demonstrated by using bistable laser diode (BILD) or bistable light emitting diode (BILED) circuits.
利用双稳态激光二极管(BILD)或双稳态发光二极管(BILED)回路首次得到了光学多值逻辑。
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