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Dansk: Illustration af heltalspotenser af et komplekst tal z, altså z^2, z^3, ... z^n, ...

Med grå farve vises potenser af z, hvor |z| = 1 og arg(z) = 17 ° og hvor potensen varierer fra 1 til 20. Potenserne ligger alle på enhedscirklen. Med cyan farve vises potenser af z, hvor |z| = 0.96 og arg(z) = 17 ° og hvor potensen varierer fra 1 til 23. Potenserne ligger alle på en indadsnoet logaritmisk spiral.

Med grå farve vises potenser af z, hvor |z| = 1.04 og arg(z) = 17 ° og hvor potensen varierer fra 1 til 20. Potenserne ligger alle på en udadsnoet logaritmisk spiral.
English: Illustration of integer powers of a complex number z, i.e. z^2, z^3, ... z^n, ...

Powers of z, where |z| = 1 and arg(z) = 17 ° and power values between 1 and 20 are shown in grey color. They all lie on the unit circle. Powers of z, where |z| = 0.96 and arg(z) = 17 ° and power values between 1 and 23 are shown in cyan color. They all lie on an inward winding logarithmic spiral.

Powers of z, where |z| = 1.04 and arg(z) = 17 ° and power values between 1 and 20 are shown in light green color. They all lie on an outward winding logarithmic spiral.
Date
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Author AstroOgier

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Complex powers

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15 October 2019

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