級數的項 的英文怎麼說

中文拼音 [jíshǔdexiàng]
級數的項 英文
term of a series
  • 級 : Ⅰ名詞1 （等級） level; rank; grade 2 （年級） any of the yearly divisions of a school course; gra...
  • 數 : 數副詞（屢次） frequently; repeatedly
  • 的 : 4次方是 The fourth power of 2 is direction
  • 項 : Ⅰ名詞1 （頸的後部） nape （of the neck） 2 （款項） sum （of money） 3 [數學] （不用加、減號連接...
  • 級數 : [數學] progression; series; number of stages; number of steps; stage number級數變換 transformatio...
  1. In the third chapter, we study the annihilator ideals of power series and ore extensions on noncommutative rings and generalize [ 13, proposition 3. 1 ]

    1 ] ，考慮ore擴張、冪級數環、斜冪級數環和迭代斜laurent多項式環上的情形，得出定理3
  2. Prove that no four consecutive binomial coefficients can be in arithmetic progression.

    證明不存在四個連續的二項系數成算術級數。
  3. On algorithm to a series of meromorphic functions by residue

    一類亞純函數項級數的留數演算法
  4. The process of replacing polynomials by formal power series is an example of a general device known as completion.

    用形式冪級數來代替多項式的過程是被稱之為完備化的這種一般手段的一個例子。
  5. Following is our main work and important conclusions : ( 1 ) the question of energy spectrum hardening. we used the klein - nishina ' s differential scatter formula, meanwhile utilize the thaler progression to spread out, and neglected the high - power, and then we deduced a theoretical formula of correction of energy spectrum hardening

    其主要工作和結論如下： （ 1 ）對x射線能譜硬化問題，把klein - nishina微分散射方程，利用泰勒級數展開，在忽略高次項的情形下，近似地推導出了能譜硬化修正公式。
  6. One is the sectional dimension, which involves knowledge, skills and affective factors ; the other is the longitudinal dimension, which covers three types of academic achievement : fundamental academic achievement, developing academic achievement and creative academic achievement. in terms of the implementation of the evaluation, it concentrates on the process and analysis of data, which covers three types of analysis : the descriptive analysis of the overall result, the analysis of variation, and the analysis of the relevance of some variables. the first type of analysis analyses scores of students in di fferent grades on the basis of various items of indexes in the testing part and the affective testing part

    評價方案的實施重點在於數據的處理與分析，包括總體描述性分析（以年級為單位，分析學生在測驗部分和情意部分各項指標上得分情況；分析學生的總分（學力測驗分+學力情意評價分）的分佈情況） 、差異分析（分析學力情意部分是否存在年級間的差異；分析學力情意部分是否存在重點班與平行班之間的差異；分析學力是否存在性別差異）和相關分析（分析同年級內，基礎學力、發展性學力和創造性學力之間的相關程度；分析學力情意部分與學力測驗部分之間的相關程度） 。
  7. The following topics are covered in the course : complex algebra and functions ; analyticity ; contour integration, cauchy ' s theorem ; singularities, taylor and laurent series ; residues, evaluation of integrals ; multivalued functions, potential theory in two dimensions ; fourier analysis and laplace transforms

    本課程包含下列各項主題：復數代數與函數；可解析性；輪廓積分；柯西定理；奇異性，泰勒與羅倫茲級數，留數，積分的運算；多值函數，二維的勢能理論；傅立葉分析與拉普拉斯轉換。
  8. Theorem 1 ( bounded sum test ) a series of nonnegative terms converges if and only if it ' s partial sums are bounded above

    定理1正項級數收斂的充分必要條件是：它的部分和數列有上界。
  9. In this paper, by using the property of fourier series a compound series consisting of trigonometric series and power series is established

    摘要利用由三角級數和冪級數復合構成的函數項級數的有關性質，得到了一類變系數非齊次調和方程邊值問題的級數解。
  10. We still obtain the pth - ean consistency for the estimators after omitting the uni - formly integrability of { | _ n |, n 1 } and { | _ ri |, 1 i n, n 1 } and the com - pletely consistency for the estimators which is a new result. our results general - ize and improve the results in [ 4 ]

    N ；展為隨機級數的表達式（用到hall和hevde專著『岡中的思想） ，求和項為無窮時的minkovsb不等式，秧序列的hr訕dder不等式以及l 』混合序列的本身性質
  11. Study on the peaks linked to the crystalline of l - la with variable temperature ftir spectra method

    正項級數的一個新的判斂法
  12. Using differential equation to get the sum of ordinary series with function term

    用常微分方程求幾類常見的函數項級數的和
  13. A sufficient and necessary factor of the sum continuum of the progression of complex function

    復變函數項級數的和連續的一個充要條件
  14. Firstly part of quadratic term of taylor series is chosen ; a low - dimension surface is used to approximate limit state surface ; and the modified reliability formula is derived

    首次選取泰勒級數的部分二次項，用一個距原點最近點處擬合的超低維曲面近似極限狀態面。
  15. Abstract : a relatively direct method is expounded in this paper to prove the termwise differentiation of power series, and a simple method is expressed to calculate the fourier coefficient

    文摘:用比較直接的方法證明冪級數的和函數在收斂域內可以逐項微分的公式；並得到了計算傅立葉系數的一種簡便方法
  16. Property 3 deleting, adding and altering the finite terms of the infinite series keep the convergence of the series

    性質3在級數中去掉、加上或改變有限項，不會改變級數的收斂性。
  17. A theorem for the summation of series expressed by function terms derived from function identities is established. some examples in practical application are given

    摘要建立了由函數恆等式所導出的函數項級數的求和定理，並給出了具體應用的實例。
  18. In this paper, we discuss the criterion of convergence about series of positive term and find a mistake in a famous textbook, we obtain a respouse theorem

    摘要討論了正項級數的判斂法，糾正了某數學分析教材用拉貝判別法解題的一處錯誤，並給出了一個不存在收斂最慢的正項級數的命題。
  19. To distinguish the convergence for series of positive terms, this paper gives some generalized theorems on the basis of a new value of ratio criterion. whats more, it is proved that the generalized theorems are stronger than the j. d alemberts criterion, the a. l. cauchys criterion and the j. l. raabes criterion

    為判別正項級數的收斂性，在一種新的比值判別法的基礎上作了更進一步的推廣，使其更具一般性.同時，通過與達朗貝爾判別法、柯西判別法、拉貝爾判別法的比較，說明它比以上方法都強
  20. Application of differential equation sum on a sort of series of functions

    一類函數項級數的求和
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