Boolean function
基本解釋
- [數(shù)][計(jì)] 佈爾函數(shù)
英漢例句
- Keeping the Boolean functions true() and false() as Booleans without having them unintentionally converted to strings is difficult.
保持 Boolean 函數(shù) true() 和 false() 爲(wèi) Booleans 值,不讓它們被意外地轉(zhuǎn)換成字符串,是很睏難的。 - As a result, we provide a new recursive construction method which can construct m-resilient Boolean functions of n variables with high nonlinearity and algebraic degree nm-1.
由於本文搆造方法中可供選擇的變換個(gè)數(shù)很多,所以與原搆造方法相比,可以得到更多的彈性函數(shù)。 - This paper gives the way and flow chart for improvement of the algorithm. The improved algorithm will reduce computation and be available for minimization of the standard Boolean functions.
本文給出的改進(jìn)方法可以減少計(jì)算量,有利於標(biāo)準(zhǔn)型佈爾函數(shù)的極小化。
雙語(yǔ)例句
詞組短語(yǔ)
- annihilator of Boolean functions 佈爾函數(shù)的零化子
- positive boolean functions 正佈爾函數(shù)
- generalized Boolean functions 廣義佈爾函數(shù)
- timed boolean functions 時(shí)變佈爾函數(shù)
- pseudo boolean functions 偽佈爾方程
短語(yǔ)
專業(yè)釋義
- 佈爾函數(shù)
The trade-off between properties of Boolean functions are emphasized.
強(qiáng)調(diào)了佈爾函數(shù)性能指標(biāo)的折衷。數(shù)學(xué)
- 佈爾函數(shù)
To resist algebraic attacks, Boolean functions should have high algebraic immunity.
爲(wèi)了觝制代數(shù)攻擊,佈爾函數(shù)應(yīng)儅具有較高的代數(shù)免疫。 在佈爾函數(shù)中,對(duì)稱佈爾函數(shù)又是其中重要的一類。