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1)  spanning holomorphic cross-section
全纯截面张
1.
In this paper,we define operations on the set of cross-sections dominated by a spanning holomorphic cross-section of ET,by which the set is shown to be an algebra.
文章中在被全纯截面张控制的截面的集合中定义运算,使之成为一代数。
2.
In this paper, by the tools of reproducing kernel theory and functions of several complex variables, we show that each A∈A_m(Ω) possesses spanning holomorphic cross-section ifΩi.
本文利用再生核理论与多复变函数的工具,证明了当A∈(?)~n(H)∩A_m(Ω)而且Ω是C~n中的多元柱体时,A所对应的全纯向量丛E_A都具有全纯截面张
2)  holomorphic sectional curvature
全纯截面曲率
3)  Holomophic extensions
全纯扩张
4)  holomorphic sectional curvature
全纯截曲率
1.
The complete Einstein-Khler metric and the holomorphic sectional curvature on Cartan-Hartogs domain of the third type;
第三类超Cartan域的完备Einstein-Khler度量及其全纯截曲率
2.
The complete Einstein-Khler metric on Cartan-Hartogs domain of the second type and holomorphic sectional curvature;
第二类超Cartan域的完备Einstein-Khler度量及其全纯截曲率
3.
In this paper,the explicit form of Einstein-Khler metric of Hua construction of the second-type HCⅡ(p(p+1)/4+1,p+1/2) is proposed,and the holomorphic sectional curvature under this metric is given.
给出一类特殊第二类华结构HCⅡp((p+1)/4+1,p+1/2)的Einstein-Khler度量的显表达式,并计算了在此度量下的全纯截曲率。
5)  holographic section
全面截面
6)  Holomorphic plane
全纯平面
补充资料:纯全
1.犹完全。 2.纯直;纯正。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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