谢费尔竖线


谢费尔竖线(英语:Sheffer stroke),得名于Henry M. Sheffer,写为“| ”(见竖线)或“↑”,指示等价于合取运算的否定的逻辑运算。普通语言表达为“不全是即真”(Not AND,因此也常缩写为NAND),也就是说,A | B假,当且仅当A与B都真时才成立。它是可用来表达与命题逻辑有关的所有布尔函数的自足算子之一。在布尔代数和数字电子中有叫做「NAND」的等价运算。
单词 | Sheffer stroke |
释义 |
Sheffer stroke
中文百科
谢费尔竖线![]() ![]() 谢费尔竖线(英语:Sheffer stroke),得名于Henry M. Sheffer,写为“| ”(见竖线)或“↑”,指示等价于合取运算的否定的逻辑运算。普通语言表达为“不全是即真”(Not AND,因此也常缩写为NAND),也就是说,A | B假,当且仅当A与B都真时才成立。它是可用来表达与命题逻辑有关的所有布尔函数的自足算子之一。在布尔代数和数字电子中有叫做「NAND」的等价运算。
英语百科
Sheffer stroke 谢费尔竖线![]() ![]() In Boolean functions and propositional calculus, the Sheffer stroke, named after Henry M. Sheffer, written "|" (see vertical bar, not to be confused with "||" which is often used to represent disjunction), "Dpq", or "↑" (an upwards arrow), denotes a logical operation that is equivalent to the negation of the conjunction operation, expressed in ordinary language as "not both". It is also called nand ("not and") or the alternative denial, since it says in effect that at least one of its operands is false. In Boolean algebra and digital electronics it is known as the NAND operation. |
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