Definition 28.3.1 (Extended Complex Plane).label Let $\complex$ be the complex plane, then its one-point compactification $\complex_{\infty} = \complex \sqcup \bracs{\infty}$ is the extended complex plane.
Definition 28.3.1 (Extended Complex Plane).label Let $\complex$ be the complex plane, then its one-point compactification $\complex_{\infty} = \complex \sqcup \bracs{\infty}$ is the extended complex plane.
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