積分學 的英文怎麼說

中文拼音 [jīfēnxué]
積分學 英文
integralrechnung integral calculus
  • 積 : Ⅰ動詞（積累） amass; store up; accumulate Ⅱ形容詞（長時間積累下來的） long standing; long pending...
  • 分 : 分Ⅰ名詞1. （成分） component 2. （職責和權利的限度） what is within one's duty or rights Ⅱ同 「份」Ⅲ動詞[書面語] （料想） judge
  • 學 : Ⅰ動詞1 （學習） study; learn 2 （模仿） imitate; mimic Ⅱ名詞1 （學問） learning; knowledge 2 （學...
  • 積分 : 1. [數學] integral; integrate; integration 2. [體育] （積累的分數） accumulate points
  1. The elonomic analysis of accumulative integral marketing strategy

    累計積分營銷策略的經濟學分析
  2. This course consists of several major parts, such as vectors and analytic geometry, derivatives, integration and series

    課程內容包括空間解析幾何與向量代數、多元函數微分學、多元函數積分學和無窮級數等幾大板塊。
  3. This course consists of several major parts, such as ordinary differential equation, vectors and analytic geometry, derivatives, integration and series

    課程內容包括常微分方程、空間解析幾何與向量代數、多元函數微分學、多元函數積分學和無窮級數等幾大板塊。
  4. Third, it is this " moment " of the segment of space - time which based on the the philosophy of the nature and describing the mechanical movement that symbolize the transform from the view of integralization in classical atomism of mathematics to the view of integralization of modern real number

    另外，正是基於新的自然哲學的、作為描述機械運動的時空片段的「瞬」標志著古典數學原子論的積分觀向現代的分割實數連續統的積分觀的轉化，而現代數學的微分概念更是直接源於描述機械運動的速度和與運動軌跡密切相關的曲線的切線問題。
  5. Well, it ' s hard for me. i ' m going to be crazy by those calculous, chemistry, biology. . seems new term just started, the mid - term examination is coming

    唉，真難呀！什麼微積分，化學，生物的，我簡直要瘋了。感覺開學還沒有幾天，就又要期中考試了。
  6. And it is nothing other than the new philosophy of the nature whose characteristics are the quantification of substance and the mechanization of the movement that defends the existence and the property of this quantum second, the quantification of substance and the mechanization of the movement which are emphasized by the new philosophy of the nature offers a intuitionistic continuun which takes the extension of the space - time for the birth of calculous

    正是以物質的數量化和運動的機械化為特徵的新的自然哲學為這種量的存在及性質（特別是拓撲性質）和程序化的演算法提供辯護。其次，新的自然哲學所強調的物質的數量化和運動的機械化為微積分的產生提供了以時空廣延為模型的直觀連續統。
  7. All this leads up to the most fundamental of theorems of calculus.

    綜上所述就導出了微積分學中的最基本的定理。
  8. He had recovered from a slow start to the extent that he taught himself advanced calculus and geometry textbooks.

    他已從緩慢的開端發展到能依靠教科書自學高等微積分和幾何學。
  9. On the application of regression in differential calculus

    化歸在微積分學中的應用
  10. By using the limit theorem, the authors discuss and prove conclusions of asymptotic property of mean point in second mean value theorem for integrals in concessional terms believing that they will take an important effect in integral

    摘要利用極限理論，給出並證明了減弱條件的積分第二中值定理「中值點」的漸近性的幾個結論，相信在積分學中有著很重要的作用。
  11. The transformation - induction method of calculus

    微積分學中的化歸方法
  12. The relation of several integral formulas in vector fields

    從向量場看幾個重要積分學公式的相互關系
  13. This course consists of several major parts, such as functions, limits and continuity, the derivative and integration

    課程內容包括函數、極限與連續、一元函數微分學、一元函數積分學等幾大板塊。
  14. This course consists of several major parts, such as derivatives, integration, ordinary differential equation and series

    課程內容包括函數、極限與連續、一元函數微分學、一元函數積分學和向量代數與空間解析幾何等幾大板塊。
  15. This course consists of several major parts, such as functions, limits and continuity, the derivative, integration and ordinary differential equation

    課程內容包括函數、極限與連續、一元函數微分學、一元函數積分學和常微分方程等幾大板塊。
  16. At the beginning of 20 * century, lebesgue rebuilt riemann integral and introduced lebesgue integral. with the development of modern mathematics, the concept of integral develops too

    20世紀初，集合論的觀點引起積分學的變革， lebesgue以集合測度概念為基礎，對riemann積分的定義加以改造，建立lebesgue積分的概念。
  17. Gradually the method of exhaustion was transformed into the subject now called integral calculus, a new and powerful discipline with a large variety of applications, not only to geometrical problems concerned with areas and volumes but also to problems in other sciences

    窮竭法后來逐漸轉變為一門現在稱為積分學的學科，成了一門具有廣泛用途的強而有力的新學科，不僅用來解決有關面積、體積等幾何方面的問題，而且也用於解決其他科學方面的問題。
  18. The branch of mathematics that deals with limits and the differentiation and integration of functions of one or more variables

    微積分學數學的一個分支，處理單變量或多變量函數的極限、微分以及積分問題
  19. The only prerequisites are a decent background in elementary linear algebra and calculus ( continuity, derivative, and compactness in a few places )

    前提是有初等線性代數和微積分學（連續性，可導性，和在部分位置緊致性） 。
  20. This paper introduces several thinking methods of forming model to instruct students how to grasp integration by parts of calculus in mathematics teaching

    摘要本文介紹在數學教學中用建立「模式」的思維方式指導學生怎樣學習微積分學中的分部積分法。
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