几何级数

We define the sum of the infinite geometric series...

我们把无穷几何级数的和定义为。。。

Many problems in chemistry, economics and physics can be solved using geometric series.

例如 化学、经济、物理等方面的问题都可以用几何级数的知识来进行解决。

With the rapid development of Internet,digital library information resources are increasing with geometric series.

随着Internetr的讯猛发展，数字图书馆信息资源呈几何级数增长。

Such as the geometric series of "triple" is a * 2 ^ 3, is the algebraic series ...

如几何级数的"翻三番"就是a*2^3，就是代数级数的。。。

We know that although the geometric series is the most basic series, it has very useful properties, which can be used to solve the problems encountered in complex analysis.

首先我们都知道几何级数是级数中最简单、也是最基础的级数，但是其具有非常好的性质，可以用来解决我们在复分析中的遇到的一些问题。

The geometric series has important application in real analysis.

在实分析中有非常重要的作用，它不仅可以用来解决数学学科的问题，例如用几何级数解决概率问题。

With the development of Internet, traffic in network increased with geometric series. Further more, different kinds of traffic ask for discrepant level QoS.

随着Internet的快速发展，网络中的流量成几何级数递增，而且不同类型的业务流要求获得不同等级的服务质量保证。

With the rising of the Internets knowledge on the way of geometric series, the Search Engine is looked as a tool that the users get information with it, and it becomes more and more important.

随着Internet网上的知识呈几何级数式的增长，搜索引擎作为一个查询用户所需信息的工具，其作用越来越受到人们的重视。

If you can take any natural number N, then the corresponding series is called geometric series .

如果N可以取任意自然数的话，相应的数列叫作几何级数。

With the development of information technique, Amount of operation data present geometric series increase in industry inside and among of industry.

中文摘要：随着信息化技术的不断发展，行业内部和行业间的业务数据量呈几何级数递增，海量数据的传输与处理难题成为制约信息化产业扩大的瓶颈，本文研究了Sybase的MobiLink技术，并以MobiLink技术为基础，完成了分布式海量数据并行传输消息中间件系统的设计与实现。

According to the clear water experiment, aeration performance of the new equipment is good with high total oxygen transfer coefficient and oxygen utilization ratio.

曝气设备的动力效率在叶轮转速为120rpm～150rpm时取得最大值，此时氧利用率和充氧能力也具有较高值。

The environmental stability of that world - including its crushing pressures and icy darkness - means that some of its most famous inhabitants have survived for eons as evolutionary throwbacks, their bodies undergoing little change.

稳定的海底环境─包括能把人压扁的压力和冰冷的黑暗─意谓海底某些最知名的栖居生物已以演化返祖的样态活了万世，形体几无变化。