1) sum of quasi-deficiencies
拟亏量和
1.
The paper discusses the problem of the sum of deficiencies of meromorphic functions with maximal sum of quasi-deficiencies and improves the meromorphic function of finite to infinite,which improves the results of Niu Yingxuan and He Li.
讨论了具有极值拟亏量和的亚纯函数的亏量和问题,把有穷级超越亚纯函数推广到无穷级亚纯函数,得到了两个无穷级亚纯函数关于极值拟亏量和的结果。
2) quasi-deficiency sum
拟亏量
1.
In this paper,we research the value distribution of meromorphic function on annuli,and obtain the estimate of quasi-deficiency sum of meromorphic function on annuli from introducing the characteristic function of definition of meromorphic function on annuli.
该文主要介绍了圆环内亚纯函数的特征函数的定义,并利用其定义讨论研究了圆环内亚纯函数的值分布,得到了圆环内亚纯函数的拟亏量和的一个估计。
3) deficiency sum
亏量和
1.
Entire functions of finite lower order with defective value of maximal deficiency sum have a properties .
对下级有限的整函数f(z)的亏值的亏量和满足∑a≠∞δ(a,f) =1的一个性质,将其亏值推广为亏函数, 这个结果推广了Edrei,A,&,Fuchs,WHJ的结果。
2.
In this paper we yield a inequality of the deficiency sum of any meromorphic function and its all order derived functions, and discuss some functions whose ail derived functions deficiency sum arrives at maximum 2.
本文结合亚纯函数的导函数，得到一个更一般的亏量和不等式，并对其极值情形进行了讨论，在更广泛的条件下，证明了相应的Ｆ。
4) relative quasi-defects
相对拟亏量
1.
In this paper we consider l(l≥3) different transcendent meromorphic functions having common roots concerning multiple value,define the relative quasi-defects at first,and obatain a sharpness upperbound of relative quasi-defects.
考虑多个(3)超越亚纯函数的公共根的相对拟亏量问题,首次创造性地提出相对拟亏量的概念,并且得到多个超越亚纯函数具有公共根的相对拟亏量的一个精确上界。
5) quantitation of curve fitting
拟和定量
6) deficiency
[英][dɪ'fɪʃnsi] [美][dɪ'fɪʃənsɪ]
亏量
1.
On finite values and total deficiency of linear differential polynomials;
线性微分多项式的有穷值点及亏量总和
2.
Inequality、Deficiency and Uniqueness of Meromorphic Functions;
亚纯函数的不等式、亏量与唯一性
3.
To get the value distribution of meromorphic function to the polynomial function,the constants of the counting function in the inequality is generalized to polynomial function based on the Nevanlinna theory and function theory analysis method,and get the corresponding deficiency sum upper bound.
为求得亚纯函数相对于多项式函数的值分布,基于Nevanlinna理论和函数论分析的方法将杨乐不等式中计数函数的常数推广为多项式函数,并得到了相应的亏量和的上界,结果显示亚纯函数相对于多项式的值分布的不等式也是精密的。
补充资料：亏量
亏量
defect g?deficiency
亏.【山几d或defide卿;肚中eKT}，亏数(defi康ncyn切旧ber)，算子的 线性算子的亏子空间(defidency su忱p暇)的维数dimD*.有时在较广泛的意义下，一个Hilbert空间中的毕件娜形(咏arTr以nifoU)的亏量定义为这个流形的正交补的维数.B.H.。自，。撰王声望译
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