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- ...olar form, $r e^{i\theta}$ and $r e^{-i\theta}$. In terms of the [[Argand diagram]], they are symmetric in the $x$-axis. A complex number is its own complex665 bytes (124 words) - 16:54, 30 November 2014
- ...worked along the same lines. The best known result is the so-called Argand diagram, in which an imaginary number is represented by its modulus and argument (c3 KB (437 words) - 07:46, 4 November 2023
- representation of complex numbers, sometimes called the "Argand diagramArgand diagram" , came into use after the publication in 180614 KB (2,281 words) - 09:55, 26 March 2023