1) lebesgue integrable function
(L)可积函数
2) integrable function
可积函数
1.
The approximation of integrable function f in different situations has different characteristics.
以[0,1]区间上可积函数的逼近度为基础,进一步探讨了区间[a,b]上积分与积分和的逼近度,即可积函数f对任意分法在不同情况下其逼近度有不同表现。
2.
popularize that f1(x),…,fn(x) are all positive continuous functions in in the original proposition into that f1(x),…,fn(x) are all integrable functions in and give its strict theory proof.
本文将原命题中的f1(x),…,fn(x)是[0,1]上的正的连续函数推广到f1(x),…,fn(x)为[a,b]上的可积函数,并给出了严格的理论证明。
3.
The paper gives an improvement on the problem of extremal value of mean value functionF(x)=1x-a∫~x_af(t)dtx∈(a,f(a)x=afor the integrable function f(x) in of the papers ,.
对文[1]、[2]中在[a,b]上的可积函数f(x)的平均值函数F(x)=1x-a∫xaf(t)dtx∈(a,b]f(a)x=a的极值问题提出了改进。
5) complex integrable function
复可积函数
6) Riemannian integrable function
Riemann可积函数
1.
In this paper, the absolute continuity of integral of Riemannian integrable function on compact Riemannian manifold is proved, which in turn generalizes the absolute continuity theorem on integral of Riemannian integrable function in closed interval.
证明了紧Riemann流形上的Riemann可积函数的积分具有绝对连续性，从而推广了闭区间上的Riemann可积函数积分的绝对连续性定
补充资料：可积函数
可积函数
integrable function
一觅获氛蕊晶了一;’耀印娜M‘恤“〕
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