Also known as function theory of one complex variable
数学领域
Complex analysis is the branch of mathematics that studies functions involving complex numbers (numbers with both real and imaginary parts). It matters because these functions appear throughout physics, engineering, and other sciences, and they have powerful properties that make solving difficult problems much easier than using only real numbers.
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複分析(英語:Complex analysis)是研究複變的函數,特別是亞純函數和複變解析函數的數學理論。 研究中常用的理论、公式以及方法包括柯西积分定理、柯西积分公式、留数定理、洛朗级数展开等。複變分析的应用领域较为广泛,在其它数学分支和物理学中也起着重要的作用。包括数论、应用数学、流体力学、热力学和电动力学。
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Discovered by embedding cosine similarity (sentence-transformers MiniLM, 384-dim).