Taylor Series England

Deals with the convergence of general complex power series and the definition of the circle of convergence. Asks whether the function defined by a convergent power series is analytic. Describes the result of analytic continuation which guarantees uniqueness when a real power series is extended to include complex variables.

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Sources

  1. A-V Online (National Information Center for Educational Media). CD-ROM database of educational and documentary media, compiled and maintained by the National Information Center for Educational Media (NICEM). — title, creator, format, sound, description
  2. 16mm Filmography (legacy record) — creator, catalog record