收斂冪級數 的英文怎麼說

中文拼音 [shōuliǎnshǔ]
收斂冪級數 英文
convergent power series
  • : Ⅰ動詞1 (把攤開的或分散的事物聚集、合攏) put away; take in 2 (收取) collect 3 (收割) harvest...
  • : Ⅰ動詞1 (收起; 收住) hold back; keep back 2 (約束) restrain 3 (收集; 徵收) gather; collect; ...
  • : Ⅰ名詞1. [書面語] (覆蓋東西的巾) cloth cover2. [數學] (表示一個數自乘若干次的形式) power Ⅱ動詞[書面語] (覆蓋; 罩) cover with cloth
  • : Ⅰ名詞1 (等級) level; rank; grade 2 (年級) any of the yearly divisions of a school course; gra...
  • : 數副詞(屢次) frequently; repeatedly
  • 收斂 : 1 (減弱或消失) weaken or disappear 2 (約束言行) restrain oneself 3 [數學] convergence; constr...
  • 級數 : [數學] progression; series; number of stages; number of steps; stage number級數變換 transformatio...
  1. Some result of power series in convergence region

    關于域內的一些結果
  2. Way to find the solution of power series convergence radius

    半徑的方法
  3. Some properties for radius of convergence of a power series

    半徑的若干性質
  4. 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的和函域內可以逐項微分的公式;並得到了計算傅立葉系的一種簡便方法
  5. According to the definition of matrix power series and the convergence property of the power series, using the type compare method, the thesis got and verified part convergence properties of the matrix power series

    摘要根據矩陣的定義和學分析中性質,運用類比的推理法,得到並驗證了矩陣的部分相應的性質。
  6. Convergent power series ring

    收斂冪級數
  7. The radius of convergence of power series solution to linear differential equations

    關于半徑的一個注記
  8. Absolutely convergent power series

    絕對收斂冪級數
  9. A short - cut method for finding the radius of convergence on the n

    半徑的簡捷求法
  10. The convergence property of p - dimension vector type dirichlet series

    線性微分方程解的半徑
  11. The compute formula of radius of convergence on power series

    關于半徑的計算公式
  12. The optimization of formula of the convergent radius of power series

    半徑公式的優化
  13. On the collectivism and distribution of power series in its extremity section

    關于區間端點的散性問題
  14. Theorem 1 ( abel theorem ) if the power series is convergent at, then for any that, the power series absolutely converges at point ; if the power series is divergent at, then for any that, the power series diverges at point

    定理1 (阿貝爾定理)如果當時,則適當不等式的一切使這絕對;反之,如果當時發散,則適合不等式的一切使這發散。
分享友人