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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
Costruzione del triangolo equilatero inscritto + Attività
Derivata e differenziale - Significato geometrico
Rettangoli aurei e spirali auree
Sottrarre ore e minuti - Pratica
Solidi di rotazione 360° (2)
Entdecke Materialien
F.ne fratta (num e den di 1° grado)
semirette e segmenti foglio 2
Slider fino a 180° Francesca e Gabriele
Posizione reciproca tra retta e circonferenza
BISETTRICI DI UN TRIANGOLO
Entdecke weitere Themen
Median
Lineare Funktionen
Subtraktion
Körper
Statistik
