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- Hence S5-algebra is a synonym for monadic Boolean algebra. 所以 S5-代數 是一元布爾代數的同義詞。
- Here, Boolean algebra proves its utility in a most dramatic way. 在這裡，布爾代數以最引人注目的方式證明其效用。
- An operation performed in Boolean algebra on two binary digits simultaneously in a way that the result is one if either one or both digits are a one, or zero if both digits are zero. The logic operator is the OR operator. 布爾代數中的一種運算，它同時對兩個二進位數字進行如下操作：如果一個數或二個數為1, 則結果為1; 如果二個數均為零，則結果為零。它的邏輯算符是OR運算符。
- The underlying principles of the application of this technology are electrical circuits and Boolean algebra. 對這項技術應用的基本原理是電路和布爾代數。
- In Boolean algebra, an operator that indicates an executing operation and generally is located between two operands. 在布爾代數中，表示要執行的運算的算符。通常寫在兩個操作數之間。
- Invest the time to learn the basics of Boolean algebra, and all your code will benefit. 請花一些時間學習布爾代數的基本知識,您的所有代碼都將從中獲益。
- Bitwise operators perform boolean algebra on the corresponding bits in the two arguments to produce the result. 按位運算符會對兩個自變數中對應的位執行布爾代數，並最終生成一個結果。
- Stone Representation Theorem is just as important to Boolean Algebra as Cayley theorem is to abstract group theory. Stone Representation Theorem之於 Boolean Algebra就象 Cayley Theorem之於 Abstract GroupTheory一樣重要 .
- Boolean algebra is the system where electronic computer can do logical operation. 布爾代數系是適於電子計算機作邏輯運算的系統.
- The operation priority in Boolean algebra should be: brackets, NOT, XNOR or XOR, AND, OR. 布爾代數的運算次序應是：括弧、非、同或／異或、與、或。
- IDENTITY is also called Exclusive-NOR.The article also discusses operation laws and priorities in Boolean algebra. 文中還討論了布爾代數的運算規律和運算次序。
- George Boole develops a system of mathematics called Boolean algebra, which uses binary operations. Today, programmers still think and work in binary. 喬治.;布爾開發採用二進位制運算的數學體系，稱為布爾代數學。今天，程序員們仍使用二進位制進行思索和工作。
- The boolean algebra of checking various attributes like these is demonstrated by my test for only successfully delivered pages with known referrers. 對於只針對成功傳送、且引用者已知的頁面,我的測試演示了類似這樣的檢查各種屬性的布爾代數。
- The reasoning process called for by Boolean algebra are implemented through switches, acting as electronics logic circuits. 布爾代數所需的推理過程是通過開關來實現的，這些開關起著邏輯電路的作用。
- We construct a measure on the Boolean algebra of sets of formal arcs on an Artin stack which are definable in the language of Denef-Pas. 重點抽樣法是藉由一合適的重點機率分配替換系統輸入變數的原始機率分配 ,提高原本不易出現事件的出現頻率 ,以達到降低估計量變異數之目的 。
- Monadic Boolean algebras have an important connection to topology. 一元布爾代數與拓撲學有重要聯繫。
- Based on the matrix model of a finite automata and with the tools of Matrix Theory and Boolean Algebra,a new method for minimizing a finite automata is presented in this paper. 論文基於有限自動機的矩陣模型????並以矩陣理論和布爾代數為工具,給出了一種有限自動機極小化的新方法。
- With such a representation the operations of the Boolean algebra are accomplished componentwise by considering each component as an independent two-elment Boolean algebra. 用這樣一種方法，布爾代數的所有運算都以分量的形式完成，而每一個分量被認為是一個獨立的二值布爾代數。
- This paper proposes a Boolean algebra based algorithm to extract comprehensible Boolean rules from supervised feed-forward neural networks to uncover the black-boxed knowledge. 本文提出一種布林代數為基的演演算法，從監督、前饋式的類神經網路中擷取可以理解的布林規則，以揭露黑箱內的知識。
- Likewise, monadic Boolean algebras supply the algebraic semantics for S5. 類似的，一元布爾代數為 S5 提供了代數語義。
