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Kapitel

  1. w=f(z)
    1. Elementary operations on complex numbers
    2. W = A Z + B
    3. w = z²
    4. w = A z² + B z + C
    5. Conformal mapping 1
    6. Conformal mapping 2
    7. Conformal mapping 3
    8. Taylor Expansion
    9. Square root
    10. Quadratic equation
    11. Power series
    12. Geometric series
    13. Cauchy's integral theorem
    14. Root of complex numbers
    15. Regular Polygons

w=f(z)

Autor:Lamberto Lamberti
complex numbers and analytic functions

  • Elementary operations on complex numbers

  • W = A Z + B

  • w = z²

  • w = A z² + B z + C

  • Conformal mapping 1

  • Conformal mapping 2

  • Conformal mapping 3

  • Taylor Expansion

  • Square root

  • Quadratic equation

  • Power series

  • Geometric series

  • Cauchy's integral theorem

  • Root of complex numbers

  • Regular Polygons

Weiter
Elementary operations on complex numbers

Neue Materialien

  • Continuità in un punto
  • Ventaglio
  • Operazioni tra due insiemi
  • Matrici - Definizioni di base
  • Medie a confronto

Entdecke Materialien

  • prop5_9
  • Rifrazione: utilizzo del grafico per estrapolare dati
  • QUadrato
  • Topolino
  • Rotazione-traslazione

Entdecke weitere Themen

  • Kreisdiagramm oder Kuchendiagramm oder Tortendiagramm
  • Umfang
  • Sinus
  • Graph
  • Kegel
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