Search results
Appearance
There is a page named "File:Julia-Menge.png" on Wikipedia
- work, hereby publish it under the following license: English German Julia-Menge: f(c)=1-φ. author name string: PantheraLeo1359531 URL: https://commons...(7,680 × 4,233 (418 KB)) - 17:11, 5 July 2022
- work, hereby publish it under the following license: English German Julia-Menge: f(c)=1-φ. (φ=1.618033988749...). author name string: PantheraLeo1359531...(4,320 × 4,320 (315 KB)) - 10:48, 14 April 2021
- work, hereby publish it under the following license: English German Julia-Menge -1.476 0i. author name string: PantheraLeo1359531 URL: https://commons...(7,680 × 4,320 (1.34 MB)) - 05:54, 23 June 2023
- English German Bildschirmaufnahme eines Java-Programms zur Berechnung von Julia-Mengen. Wikimedia username: Bautsch URL: https://commons.wikimedia.org/wiki/User:Bautsch...(1,918 × 1,063 (121 KB)) - 00:06, 7 September 2021
- publish it under the following license: English German Beispiel einer Julia-Menge author name string: Bautsch Wikimedia username: Bautsch URL: https://commons...(24,288 × 16,192 (22.67 MB)) - 12:11, 12 June 2022
- work, hereby publish it under the following license: English German Julia-Menge 0.285 0.01i. author name string: PantheraLeo1359531 URL: https://commons...(7,680 × 4,320 (5.93 MB)) - 05:51, 23 June 2023
- following license: English Fractal of the Julia set @ c = -0.4+0.6i, created using Xaos fractal engine German Julia-Menge bei c = -0.4+0.6i author name string:...(7,680 × 4,320 (11.67 MB)) - 17:11, 5 July 2022
- work, hereby publish it under the following license: English German Julia-Menge -0.8 0.156i. author name string: PantheraLeo1359531 URL: https://commons...(7,680 × 4,320 (17.82 MB)) - 17:11, 5 July 2022
- truetrue English German Julia-Menge generiert aus cPunkt=(-0,2989 -i0,6379) der Mandelbrot-Menge mittels Web-App "Mandelbrot & Julia" von Dipl. Ing. Ingo...(1,214 × 698 (179 KB)) - 16:27, 21 October 2022
- Set Julia, ffractal C = [0.285, 0.01] Deutsch: Julia-Menge, ein Fraktal English: Julia set, a fractal. C = [0.285, 0.01] Español: Conjunto de Julia, un...(2,048 × 2,048 (1.09 MB)) - 14:12, 21 September 2024
- license: English A 3D version of Mandelbrot Julia set. German Eine 3D-Version der Julia-Menge der Mandelbrot-Menge. URL: https://commons.wikimedia...(8,000 × 4,500 (20.3 MB)) - 16:01, 13 July 2024
- negative representation via web app: "Mandelbrot und Julia" by Dipl.-Ing. Ingo Sturm German Julia-Menge in positiver Darstellung generiert aus Mandelbrot...(1,146 × 695 (495 KB)) - 13:21, 13 October 2023
- Alike 4.0 truetrue English Julia-set like positiv description generated by Mandelbrot-set with broken exponent German Julia-Menge in positiver Darstellung...(2,370 × 1,384 (1,019 KB)) - 14:54, 24 February 2024
- Attribution 4.0 truetrue English German Julia-Menge zur fünften Potenz generiert mit der Web-App: "Mandelbrot & Julia" von Dipl.-Ing. Ingo Sturm author name...(1,146 × 695 (164 KB)) - 07:29, 22 August 2022
- English Julia set of counter representation with broken exponent 1.5 created by web-app: "Mandelbrot & Julia" of Dipl.-Ing. Ingo Sturm German Julia Menge in...(1,146 × 695 (497 KB)) - 07:25, 22 August 2022
- English Julia set of complex sequence f(z) = 1/z + c with web app "Mandelbrot & Julia" by Dipl.-Ing. Ingo Sturm generated German Julia-Menge aus komplexer...(2,298 × 1,430 (3.52 MB)) - 17:08, 28 July 2023
- Attribution-Share Alike 4.0 truetrue English Julia set generated with Web-App by Dipl.-Ing. Ingo Sturm German Julia-Menge generiert mittels Web-App von Dipl.-Ing...(1,146 × 695 (98 KB)) - 17:11, 28 July 2023
- truetrue English Julia set with broken exponent 1.5 of the iterative komplex sequence f(z) = z^1.5 + c as counter description German Julia-Menge mit gebrochenen...(1,146 × 695 (489 KB)) - 03:12, 8 October 2023
- publish it under the following license: English Julia set of Mandelbulb of power 9 at X=Y=0.5. German Julia-Menge der Mandelbulb der Stärke 9 bei X=Y=0,5. author...(34,000 × 34,000 (1.62 GB)) - 12:29, 13 October 2023
- DescriptionJulia-Menge 83372617338.png Deutsch: Julia-Menge. Erstellt mit Fractview. Date 14 March 2019 Source Own work Author PantheraLeo1359531...(8,000 × 4,500 (9.98 MB)) - 19:55, 15 October 2020