boolean algebra 中文意思是什麼

boolean algebra 解釋
Boolean algebra,布爾代數，邏輯代數。

  1. Boolean algebra with shell and dangerous signal recognition logic

    代數與險象識別邏輯
  2. Basic boolean algebra is easy to learn see

    很容易學會基本的布爾代數（請參閱本文稍後的
  3. A good tutorial on logic and boolean algebra is the

    是一篇有關邏輯和布爾代數的很好教程。
  4. 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。
  5. 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。
  6. 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。
  7. Combining boolean algebra with shannon ' s formula, a new algorithm using sum disjoint products ( sdp ) is presented

    本文將布爾代數和shannon公式相結合，提出了一種計算網路可靠度的不交和的新方法。
  8. The long exist np ( non - deterministic polynomial ) problems of fta based on boolean algebra was solved by these methods

    通過這些方法，解決了基於布爾代數的故障樹分析中長期存在的「組合爆炸」問題。
  9. The introduction states that the audience is the high - school student, but this reference also provides an excellent background for college students and adult library patrons researching topics such as germ theory, boolean algebra, or the invention of the typewriter

    引進國觀眾是高校學生，但這一提法，也提供了一個很好的背景，為大學生和成人圖書館食客研究的課題，如胚芽理論，布爾代數，或發明的打字機。
  10. According to the principle of generation of prime number through boolean algebra logic operation and phase angle matrix analysis of the periodic function it comes out that any even number larger than 4 can be expressed as the sum of two prime numbers ， i. e. “ 1 + 1 ” is tenable, and thereby finishes demonstration of the validity of goldbach ' s conjecture

    根據素數的形成機理，從布爾代數的邏輯運算和周期函數的相角矩陣分析，都得出了大於4的任何偶數都可表示成兩個素數之和即「 1 + 1 」成立，從而完成了哥德巴赫猜想成立的論證。
  11. In order to characterize the linear operators that strongly preserve nilpotence and that strongly preserve invertibility, we first study the case of the binary boolean algebra

    為了刻畫強保持冪零的線性運算元和強保持可逆的線性運算元，我們首先研究二元布爾代數上的情況
  12. By the means of the extension of linear operator, we characterize the linear operators that strongly preserve nilpotence and that strongly preserve invertibility over any boolean algebra

    再利用線性擴張這一工具，我們刻畫了在一般布爾代數上強保持冪零的線性運算元和強保持可逆的線性運算元
  13. I believe that it ' s very useful for computer science students who learning boolean algebra and predicate logic ( like my self )

    我相信對于學習布爾代數學和謂詞邏輯的計算機科學學生（像我自己這樣的）來說它是非常有用的。
  14. This program creates truth tables from boolean expressions. i believe that it ' s very useful for computer science students who learning boolean algebra and predicate logic ( like my self )

    這個程序從布爾表達式中創建真實的表格。我相信對于學習布爾代數學和謂詞邏輯的計算機科學學生（像我自己這樣的）來說它是非常有用的。
  15. 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。
  16. Digital design ： binary system, boolean algebra, logic gates, simplification of boolean functions, combinational logic. analog design ： amplifiers, frequency response, feedback, operational amplifier

    數位設計：二進位制、布氏代數、邏輯閘、布氏函數的化簡、組合邏輯電路。類比設計：放大器、頻率響應、反饋系統、運算放大器。
  17. With high speed and large - scale integration of electronic circuits, boolean algebra is insufficient to describe the complicated logic behavior of digital circuits

    近些年來，隨著電子電路的高速化和大規模集成化，布爾代數作為描述數字電路的邏輯行為的工具，越來越顯示其不足
  18. Db2 udb does not have native support for bit or boolean data types, neither for bitwise operation nor for boolean algebra operations

    Db2 udb沒有為位數據類型或布爾數據類型提供本機支持，它既不支持逐位操作，也不支持布爾代數操作。
  19. 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，它同時對兩個二進制數字進行如下操作：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。
  20. It combines boolean algebra expression with time information to describe behavior of a digital circuit. it has made substantive progress at path sensitization, power dissipation estimation, iddt and delay fault diagnosis. theoretically, it is necessary to establish some mathematical foundation in order to define distance, limit and continuity based on boolean process

    它將布爾代數與時間結合起來，為異步性描述提供了比較形式的理論基礎，並在通路敏化、電源消耗的計算、動態電流測試方法（ i _ （ ddt ） ） 、時延故障診斷等方面取得了實質性的進展。
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