1) algebraic convergence
代数式收敛
1.
For the diffusion on noncompact manifolds,algebraic convergence in L~2-sense is studied.
考虑非紧流形上的扩散过程,得到了其L2代数式收敛的充要条件和必要条件。
2.
Algebraic convergence in L2-sense is studied for diffusion processes on Rn.
本文研究n维欧氏空间上的扩散过程在L2意义下的代数式收敛的情况,给出了判定代数式收敛的方法,并对两种特殊情形扩散算子进行了讨论。
3.
Some operator can be compared with a special and simple case so that the algebraic convergence can be got.
研究不同的马氏半群无穷小算子之间代数式收敛的关系,获得了若干比较定理。
2) convergence times
收敛代数
3) 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 。
4) convergent iterative formula
收敛迭代公式
1.
In this paper,the author faced with iteration method which often uses in equation solving,mainly introduced the structure procedure of convergent iterative formula and illustrated by examples.
本文针对方程求解中常用的迭代方法,主要介绍了收敛迭代公式的构造过程,并通过举例加以说明。
5) converging order
迭代收敛阶数
6) convergent order of the iteration function
迭代函数收敛阶
补充资料：代数式
由有限个代数运算符号+、-、×、÷及开方、乘方，把数字和表示数的字母连结而成的解析式。代数式分有理式、无理式两类；有理式又分整式和分式；整式还有单项式、多项式之分。
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