hermitian metric
- hermitian metric的基本解释
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埃尔米特度量
- 更多网络例句与hermitian metric相关的网络例句 [注：此内容来源于网络，仅供参考]
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The central goal of this work is trying to generalize the above result to the Higgs version case, which should be helpful to the study of some question, say variants of the Kobayashi-Hitchin correspondence. The theorem to be proved here is the followingTheorem 02: Let M be a compact complex manifold of dimension m with a Hermitian standard metric g and let be a Higgs bundle over M.
本文的一个主要的目的是把上面的定理推广到E是—Higgs向量丛的情形；这一结果的意义在于在研究与Kobayashi-Hitchin correspondence相关的问题，如考虑Kobayashi-Hitchin correspondence的形变展现它的作用。
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By mean of the method of upper and lower solutions, we will obtain a existence theorem like Kazdan-Warners. Using this theorem, we will study the vortex equation in holomorphic line bundle over complex manifold and prove a theorem of existence of Hermitian metric with a prescribed holomorphic section.
在本论文的最后部分，我们在紧复流形上讨论一类Kazdan-Warner型方程，用上下解方法得到了光滑解存在的Kazdan-Warner型定理，并将其用于研究全纯线丛的涡旋方程，得到了一个具有预定全纯截面的厄米度量的存在定理。
- 更多网络解释与hermitian metric相关的网络解释 [注：此内容来源于网络，仅供参考]
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hermitian metric：埃尔米特度量
hermitian matrix 埃尔米特矩阵 | hermitian metric 埃尔米特度量 | hermitian operator 埃尔米特算子