Jerry's Digital Garden

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/Part 5: Calculus/Chapter 31: Complex Analysis/Section 31.7: Runge’s Theorem

Corollary 31.7.5.label Let $K \subset \complex$ be compact, then $\complex(z) \cap H(K; \complex)$ is dense in $H(K; \complex)$.

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Direct Backlinks

  • circle33.6: The Holomorphic Functional Calculus
  • circleDefinition 33.6.1: Holomorphic Functional Calculus
  • circleTheorem 33.6.2: Spectral Mapping Theorem (Holomorphic)
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Jerry's Digital Garden

BibliographyComments

Direct Backlinks

  • circle33.6: The Holomorphic Functional Calculus
  • circleDefinition 33.6.1: Holomorphic Functional Calculus
  • circleTheorem 33.6.2: Spectral Mapping Theorem (Holomorphic)
Powered by Spec