modular algebra

ternary edge-triggered flip-flop based on modular algebra and its application

基于模代数的三值维持阻塞触发器及其应用

as one of applications of linear algebra, hill-n encryption is based on modular algebra and matrix transformation.

以模代数及矩阵变换技术为理论基础的Hill-n密码学，作为线性代数知识的进一步应用，在大学数学的学习与应用中是具有相当价值的；

ternary flip-flops ( tri-flop) are discussed by means of modular algebra, and a jk tri-flop based on modular algebra is proposed.

本文用模代数讨论三值触发器。提出了基于模代数的三值JK触发器。

the formal solution for coefficients of the standard expression of modular algebra in multivalued logic

多值逻辑函数模代数标准展开式系数的公式解

The Research of Ternary Flip-Flops Based upon Modular Algebra

对基于模代数的三值触发器的研究

According to the next-state equations of various ternary flip-flops ( tri-flop), which are based upon ternary modular algebra, various ternary flip flops are implemented by using universal-logic-module Uks.

本文根据基于模代数的各种三值触发器的次态方程，提出用U k通用门实现各种三值触发器。