1) domain of sum of{x_n}
级数和域
2) p-series field
p级数域
3) harmonic series
调和级数
1.
Divergence and Application of Harmonic Series;
调和级数的发散及其应用
2.
This paper put forward a recurrence formula through calculation and synthesis,based an harmonic series theory.
通过计算、综合、证明等步骤,得出飞机空中加油问题的递推公式,并以调和级数等相应的数学理论为基础来解决。
3.
A proof of existence of primitive functions of a continuous function with area principle is introduced,and the divergence of the harmonic series in area method is also proved.
用面积原理证明了原函数存在定理；给出了调和级数发散性的面积方法证明。
5) summation of series
级数求和
1.
In this paper, a method of difference in summation of series is presented.
提出了一种级数求和的差分方法,讨论了差分的相关概念与性质,并应用差分法求某一类数项级数的部分和。
2.
new method of calculating summation of series is constructed by using a set of suitable wave functions in an infinite square potential well of one dimension.
利用一维无限深方势阱中一套适当的波函数，建立了一种新的级数求和方法。
6) harmonic progression
调和级数
1.
Research into Convergency in the Subset of Harmonic Progression;
对调和级数子集收敛性的研究
2.
Harmonic Progression and Various Prove Method
调和级数及其发散性的多种证法
3.
The harmonic progression is more important divergent series in the theory of series.
调和级数是级数理论中一种比较重要的发散级数,现行《数学分析》教材中,有关它的发散性证明学生在学习中不易掌握。
补充资料：和域
1.指和谐的境界。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条