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Kapitel
w=f(z)
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
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
Il piano cartesiano
Retta per due punti - Coefficiente angolare
Identità della calza di Natale o della mazza da hockey
Regola di Sarrus - Determinante di una matrice 3×3
Pendenza e cartelli stradali
Entdecke Materialien
simmetria centrale01
retta y=mx+q (variando m e q)
simone 2
Cerchio
Lumaca di Pascal
Entdecke weitere Themen
Kongruenz und Deckungsgleich
Allgemeine Dreiecke
Division
Stetigkeit
Streckung
