引入复变数哈密顿方程和薛定谔方程可以变换为相同的形式。
Applying complex variables, the usual forms of Hamilton equation and Schrodinger equation can be changed into a same form, etc.
本文以多复变数的亚纯函数与亚纯映射的唯一性问题为研究对象。
The object of this thesis is to study the uniqueness problems of meromorphic functions and meromorphic mappings in several complex variables.
本文较系统地研究了多复变数双全纯映照子族的性质及其之间的关系。
In this thesis, we study the properties and relations of subclasses of biholomorphic mappings in several complex variables systematically.
了解为何复回归允许在有干扰变数的情况下，分析单一结果和预测变项的关联性。
Understand why multiple regression techniques allow for the analysis of the relationship between an outcome and a predictor in the presence of confounding variables.
了解为何复回归允许在有干扰变数的情况下，分析单一结果和预测变项的关联性。
Understand why multiple regression techniques allow for the analysis of the relationship between an outcome and a predictor in the presence of confounding variables.
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