双曲度量 meaning in Chinese
hyperbolic metric
Examples
- This dissection is mainly to discuss the problems of estimating in the derivation of bounded functions , the coefficients of bounded regular functions and schwarz - pick lemma for the derivation on the hyperbolic metric
本文研究有界正则函数导数和系数的估计问题，以及双曲度量下关于导数的schwarz - pick不等式。 - We obtain 2 , composition operators on bloch spaces first , we discuss the seminorm and norm of composition operators on bloch space . the relations of seminorm and norm with angle derivative and hyperbolic metric in unit disk are obtained
首先研究了bloch空间上的复合算子的半模与模，得到它们与角导数、单位圆上双曲度量之间的一些关系。 - We have generalized schwarz - pick lemma from schwarz - pick lemma of the derivation and schwarz - pick lemma on the hyperbolic metric to schwarz - pick inequality of the derivation on the hyperbolic metric , a result of a . f . beardon and peter r . mercre is generalized to obtain the schwarz - pick lemma for the hyperbolic derivation
第四章研究双曲度量下关于导数的schwarz - pick不等式。把导数的schwarz - pick不等式以及双曲度量下的schwarz - pick不等式，推广成双曲导数的schwarz - pick不等式。推广了beardon ， mercer等人的结果。