several complex variables

基本解釋

So the basic theory of harmonic analysis of several complex variables onthe four types of Cartan domains is built.
在此基礎(chǔ)上，建立了這四類(lèi)典型域上的調(diào)和分析的基本理論。
Among many fundamental problems in Several Complex Variables is the biholomorphic equivalence problem for real submanifolds in a complex manifold.
在多複變的衆(zhòng)多基本問(wèn)題中，有一類(lèi)重要的問(wèn)題是實(shí)流形在複流形中的雙全純等價(jià)性。
In the first chapter, we introduce the background of the development of geometric function theory in several complex variables, some definitions and notations, and the main results of this thesis.
第一章我們簡(jiǎn)要地介紹了多複變數(shù)幾何函數(shù)論發(fā)展的背景，本文所用到的一些定義和記號(hào)，以及本文的主要結(jié)果。