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Elementary functions of a complex variable

Lecture



Very many functions of a complex variable are an analytical continuation of functions already known from the classical mathematical analysis. However, during the transition to a complex argument, many functions that seem to be known are acquiring completely new properties: for example, the exponent becomes periodic, and the root with any even indicators becomes quite ordinary and fully defined, even if it is a multi-valued function.

Pages in the category "Elementary Functions of a Complex Variable"

The 8 pages out of 8 in this category are shown.

TO

  • Complex logarithm
  • Root (Math)

L

  • Logarithm

P

  • Exponential function
  • Mobius transformation

WITH

  • Power function

F

  • Zhukovsky function

Uh

  • Exhibitor
created: 2014-10-25
updated: 2021-03-13
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Comprehensive analysis and operational calculus

Terms: Comprehensive analysis and operational calculus