布尔代数所需的推理过程是通过开关来实现的，这些开关起着逻辑电路的作用。
The reasoning process called for by Boolean algebra are implemented through switches acting as electronics logic circuits.
香农在1938年意识到该代数的形式和电子开关(这一类开关具有通-断两种状态)的功能的相似性。
Shannon, in 1938, recognized the parallels between this form of algebra and the functioning electrical switching systems, in that switches are two-state, on-and-off devices.
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。
On the basis of the multiple-valued switch-level algebra, this paper proposes a logic design automation algorithm for NMOS and CMOS combinational circuits.
香农写于1938年的硕士论文，“继电器与开关电路的符号分析”，应用布尔代数建立现代数字电路的理论基础。
Shannon 's 1938 master's thesis, A Symbolic Analysis of Relay and Switching Circuits , used Boolean algebra to establish the theoretical basis of modern digital circuits.
香农写于1938年的硕士论文，“继电器与开关电路的符号分析”，应用布尔代数建立现代数字电路的理论基础。
Shannon 's 1938 master's thesis, A Symbolic Analysis of Relay and Switching Circuits , used Boolean algebra to establish the theoretical basis of modern digital circuits.
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