1) minimum modulus point
最小模点
1.
The minimum modulus principle is proved by using the preserving field theorem,and the span of minimum modulus point is discussed.
利用保域定理证明最小模原理,并讨论最小模点的取值范围。
2) modulus mininum zero point
模最小零点
1.
It is discussed when the modulus mininum zero point of the analytic function f(z) satisfies with given conditions,the sequence ｛ b n/b n+1 ｝ ∞ n=0 ,which is made up of coefficient ratio of the former and the latter term of the power series [f(z)] -1 ∞n=0b nz n, can convergent to the point.
解析函数ｆ（ｚ）的模最小零点满足一定条件时，可由［ｆ（ｚ）］－ １＝ ∞ｎ＝ ０ｂｎｚｎ 幂级数前后项系数比的序列｛ｂｎ／ｂｎ＋ １｝∞ｎ＝ ０所逼近。
3) the least poles of modulue
模最小极点
1.
There is limn∞ b nb n+1 =β 1,when the least poles of modulue of analytic function g(z)=∑∞n=0bnz n satisfies some conditions.
解析函数g(z) =∑∞n =0 bnzn 的模最小极点β1 满足一定条件时 ,有limn∞bnbn + 1 =β1 。
2.
It is discussed when the least poles of modulue of bianalytic function satisfies some conditions,can convergent to the poles by the coefficient ration of the former and the latter term of the power series.
双解析函数的模最小极点满足一定条件时,可由幂级数前后项系数比的序列所逼进。
4) lfp-model
最小不动点模型
5) minimal breakpoint set
最小断点
6) minimal point
最小点
1.
The paper has discussed iterative methods of the minimal point for the functionalfμ(x) =∫1/p‖yx-x‖pdμ(n)(where fj, -Banach limit), by use the characteristic inequality in Banach space, we have obtained conditions of weak convergence for these iterative methods, the conclusion in this paper is new in Banach spaces.
本文在Banach空间讨论泛函f_μ(x)=∫1/p‖y_n—x‖~1dμ(n)的最小点的迭代法（这里μ是Banach极限）,利用空间的特征不等式,给出了算法的弱收敛性,这里的结果在这类空间是新的。
补充资料：最小辐亮度与最小辐照度(见核爆炸火球)
最小辐亮度与最小辐照度(见核爆炸火球)
minimum-brightness and minimum-irradiance
zuixiao fuliangdu yu zuixiaofu乙haodu最小辐亮度与最小辐照度(minimum-brightness and而nimum一irradianee)见核爆炸火球。
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