福建师大福清分校学报
福建師大福清分校學報
복건사대복청분교학보
JOURNAL OF FUQING BRANCH OF FUJIAN NORMAL UNIVERSITY
2013年
5期
7-10
,共4页
Baskakov算子%收敛速度%估计
Baskakov算子%收斂速度%估計
Baskakov산자%수렴속도%고계
Baskakov operators%convergence rate%estimate
对Guo和Kha等学者关于Baskakov算子收敛速度的估计问题，作进一步的探究，利用概率论等方法，对k阶矩重新计算和估计，得到Baskakov算子（0，+∞）在上收敛于[f（x+）+（x-）]/2的收敛速度更精确的系数估计。
對Guo和Kha等學者關于Baskakov算子收斂速度的估計問題，作進一步的探究，利用概率論等方法，對k階矩重新計算和估計，得到Baskakov算子（0，+∞）在上收斂于[f（x+）+（x-）]/2的收斂速度更精確的繫數估計。
대Guo화Kha등학자관우Baskakov산자수렴속도적고계문제，작진일보적탐구，이용개솔론등방법，대k계구중신계산화고계，득도Baskakov산자（0，+∞）재상수렴우[f（x+）+（x-）]/2적수렴속도경정학적계수고계。
A further study has been made on the method of estimate on the rate of convergence of the Baskakov Operators proposed by Guo and Kha and other scholars. With the theory of probability method, the k-order moment has been recalculated and estimated, and we get a more accurate estimate of coefficients on convergence of Baskakov Operators converging [f (x+)+f (x-)]/2 on (0,+∞).
