1) mean convergence generations
平均收敛代数
2) Mean convergence
平均收敛
1.
L pmean convergence of Hermite-Fejér operators is investigated.
讨论ＨｅｒｍｉｔｅＦｅｊéｒ插值算子Ｈ２ｎ－１（ｆ，ｘ）在Ｌｐ空间上平均收敛性，得到平均收敛的几个充要条件。
2.
Weighted Lp mean convergence of Extended Hermite-Fejer operators based on the zeros of orthogonal polynomials with respct to the general weight and Jacobi weight is investigated.
讨论以一般权函数的正交Ｊａｃｏｂｉ多项式的零点为插值节点的ＥｘｔｅｎｄｅｄＨｅｒｍｉｔｅ－Ｆｅｊéｒ插值算子在Ｌｐｕ空间的平均收敛定理，给出了定理收敛的充分条件。
3.
In this paper, the mean convergence of the derivatives of Hermite - Fejer interpolation operator Q2n+1 (f, x ) based on the zeros of Chebyshev polynomial of the second kind is considered.
讨论以第二类Ｃｈｅｂｙｓｈｅｖ多项式的零点为插值点的Ｈｅｒｍｉｔｅ—Ｆｅｊｅｒ插值算子关于导函数的平均收敛性。
3) convergence times
收敛代数
4) algebraic convergence
代数收敛
1.
On algebraic convergence of Mbius groups;
关于Mbius群的代数收敛定理(英文)
2.
The algebraic convergence theorem of subgroups in (1,2, C )is obtained by studying the Mbius groups, which reads:if G is the algebraic limit group of a sequence of nonelementary discrete and uniformly bounded torsion subgroups ｛ G i｝ i∈N =〈g i1 ,…,g ir 〉in (1,2; C ), then G is nonelementary and discrete.
通过对M bius群的研究得到了 (1,2 ;C )中代数收敛性定理 ,即若 {Gi} i∈N=〈gil,… ,gir〉是 (1,2 ;C )中由r个元素生成的挠一致有界的离散非初等子群序列且 {Gi} i∈N 代数收敛于G ,则G是离散非初等的 。
5) Convergence in the r-th mean
r平均收敛
补充资料：平均
①一致；统一：平均如一｜天下平均，合为一家。②均匀；无轻重或多少之分：平均分配｜平均主义。③将总数按份儿均匀计算：平均数｜平均成绩｜平均工资。
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