摘要
本文对Cauchg微分中值定理和Lagrange微分中值定理“中间点”的渐近性问题作了进一步的探讨,解决了范围更加广泛的关于这两个中值定理“中间点”渐近性的问题。
A further approach to the asymptotic behavior of the 'mid -point' in the Cauchy Mean Value Theorem and the Lagrange Mean Value Theorem has been made in this paper, the asymptotic behavior of the 'mid -point' in these two theorems being solved to a greater extent
关键词
中值定理
中间点
渐近性
微分学
Equivalenced variables, p (x - a) ̄ q as x →a + 0, Mean-Value theorem Joint eguivalenced variables u (x - a ) ̄v as x→a + 0