几何级数的英文

• g.p
• geometric progression
• geometrical progression
• geometrical series
• geometricprogression
• geometrische reihe geometric series

• 超几何级数    hypergeometric progression; hypergeometric series; hypergeometrical progression; hypergeometricprogression
• 超越几何级数    hypergeometric series
• 成几何级数地    in a geometric progression
• 合连几何级数    confluent hypergeometric series
• 几何级数模型    geometric-series model
• 几何级数求和    summation of geometric progression; summationofgeometricprogression
• 几何级数增长    geometric growth
• 算术几何级数    arithmetic geometric series
• 几何级数 等比级数    geometricprogression
• 几何级数等比级数    gp geometric progression
• 超比级数 超几何级数 超越几何级数    hypergeometricseries
• 边缘密度几何级数    edge density geometric progression
• 呈几何级数增长    increase by geometric progression
• 高阶超几何级数    hypergeometric series of higher order
• 几何级数般的跳跃    exponential leaps-rapid increases
• 几何级数增产率    geometric increase rate
• 几何级    get mildew
• 几何级放    geometric grading; get mildew
• 级数    [数学] progression; series; number of stages; number of steps; stage number◇级数变换 transformation of series; 级数乘法 multiplication of series; 级数解 series solution; 级数求和 summation of series; 级数相乘 multiplication of series
• 几何    1.[书面语] (多少) how much; how many 不知尚有几何 uncertain how much is left or how many are left2.(几何学) geometry; 几何比 geometric proportion; 几何分布 geometric distribution; 几何光学 geometrical optics; 几何关系 geometrical relationship; 几何级数 [数学] geometric [geometrical] progression; geometric series; 几何图形 [数学] geometric figure
• 累级数 迭级数    iteratedseries
• 步速，级数    pace
• 单级数    single series
• 低级数    harmonic progression; harmonische reihe harmonic series
• 几何集合    geometric set
• 几何积分理论    geometric integration theory

• Abstract : on basis of the results of reference , in this paper , the author got the summation formula of several basic bypergeometric series
  文摘:在文献1 、 2 、 3所得结论基础上，又得到了几个基本超几何级数的求和公式。
• Either way - - contrary to popular belief in constant geometric growth - - population can be expected in the long run to adjust to productivity
  无论如何，与那种认为人口以几何级数持续增长的观点相反，从长远的观点来说，人口可望受到生产力的调节。
• It is only by assuming an infinitely small magnitude , and a progression rising from it up to a tenth , and taking the sum of that geometrical progression , that we can arrive at the solution of the problem
  只有假设出无穷小数和由无穷小数产生的十分之一以下的级数，再求出这一几何级数的总量，我们才能得出问题的答案。
• On the one hand , information space has broaden people ' s horizon , but on the other hand , personalization information related to personal interest has become more unconcentrated because of geometric information growth
  信息空间一方面拓宽了人们的视野，但另一方面，由于信息呈几何级数增长，与个人兴趣相关的个性化信息显得更加离散。
• With the development of the internet techniques , the information on the internet increases exponentially . one of important researches focuses on how to automatically deal with these great capacities of online documents
  随着因特网技术的迅速发展,网上信息成几何级数增长,如何自动处理这些海量联机文本信息成为目前重要的研究课题。
• In the year of 1902 , the famous german botanist g . haberlandt suggested an idea that the plant cell has omnipotence , and without being in its maternal plant body , it can be cultivated into an entire plant
  使大多数经济植物离体材料在第二代后4 - 11天获得再生完整植株，并且成活率高达85 %至98 % 。大多数植物每15 - 60天繁殖一代，可按几何级数高效快繁。
• Especially , the unknowns of the algebraic equations about 3 - dimensional problems increase as geometrical progression compared with 2 - dimensiond problems . so development of computers can not meet their needs
  特别地，三维问题最终产生的代数方程组未知数的个数与二维问题相比，将按几何级数急剧增加，即使计算机技术飞速发展，也难以满足它们的需求。
• As we all know , mankind ' s ability to create wealth had been promoted at the speed of geometric progression , due to the invention of steam engine and computer and the utilization of steels and improved varieties
  我们知道，曾经因为蒸汽机、计算机等生产工具出现，因为对工业钢材、农业良种等劳动对象的利用，人类社会生产财富的能力得到了几何级数的提高。
• Population growth itself predicts an increase in resource demand , and the resource cost during the population transformation will also increase by geometrical times as a result of the city lifestyle replacing the rural lifestyle
  人口增长本身就意味着对资源需求的上升，同时，人口转型中的资源成本，因城市生活方式取代农村生活方式，也将成几何级数成倍提高。
• For the internet users and the net flow follow the geometric series increase , it requires that j2ee application servers should have high scalability and high availability . it is the purpose of this paper to find some way to solve these problems
  本文研究的ejb容器集群负载均衡问题,其目的就是在互联网用户数和网络流量成几何级数增长的情况下, j2ee应用服务器仍然能提供高可用性、高扩展性的服务。

• 几何级数的法语：progression géométrique
• 几何级数的日语：〈数〉（＝等比 děngbǐ 级数）幾何級数.等比級数.
• 几何级数什么意思：几何级数 基本解释：几何级数(几ｊǐ) : 又称“等比级数”。形如a+ar+ar2+…+arn-1+…的级数。当｜r｜＜1时，级数收敛，其和是a1-r；当｜r｜≥1时，级数发散。