节点文献
无穷小的阶在计算中的应用
The Application of Infinitesimal Rank in the Calculation
【摘要】 无穷小的阶是《高等数学》中的一个重要内容本文通过举例,介绍了无穷小的阶在计算极限、判断广义.积分和级数的敛散性等方面的应用,使这些原本复杂的运算简单化。
【Abstract】 Infinitesimal rank is an important part in Higher Mathematics.In this paper,many examples are provided to introduce that it is applied to many problems such as calculating limit, judging convergence and divergence in improper integral and progression and so on, by making the complicate calculation simple.
【关键词】 无穷小;
阶;
广义积分;
级数;
收敛;
发散;
【Key words】 Iinfinitesimal; Rank; Iimproper integral; Progression; Convergence; Divergence;
【Key words】 Iinfinitesimal; Rank; Iimproper integral; Progression; Convergence; Divergence;
- 【文献出处】 洛阳工业高等专科学校学报 ,Journal of Luoyang Technology College , 编辑部邮箱 ,2002年03期
- 【分类号】O171
- 【被引频次】1
- 【下载频次】162