Mandelbrot set (Q257)
fractal-like set that plays a significant role in chaos research
- M-set
- Benoit Mandelbrot set
- Mandelbrot fractal
| Language | Label | Description | Also known as |
|---|---|---|---|
| default for all languages | No label defined |
||
| English | Mandelbrot set |
fractal-like set that plays a significant role in chaos research |
|
Statements
Mandelbrot20210909 ABC02 65535x65535.png
65,535 × 65,535; 763.21 MB
65,535 × 65,535; 763.21 MB
Gigapixel image of the Mandelbrot set (allows deepest possible zoom in PNGs as of 2021) (English)
0 references
Mandelbrot Set Image 107.png
10,000 × 10,000; 123.65 MB
10,000 × 10,000; 123.65 MB
Fragment of the Mandelbrot set, using perturbation theory. Frame width: 2.3e-57. Rendered at 80,000 x 80,000 pixels and downsampled using 8x8 Super-Sampling Anti-Aliasing (SSAA) to a 100-megapixel final image. C++ source code included. (English)
Mandelbrot Set Image 91.png
9,000 × 9,000; 90.86 MB
9,000 × 9,000; 90.86 MB
Fragment of the Mandelbrot set, using 80-bit long double precision. Rendered at 72,000 x 72,000 pixels and downsampled using 8x8 Super-Sampling Anti-Aliasing (SSAA) to a 90-megapixel final image. C++ source code included. (English)
Mandelbrot Set Image 96.png
10,000 × 10,000; 25.68 MB
10,000 × 10,000; 25.68 MB
Fragment of the Mandelbrot set, using 80-bit long double precision. Rendered at 80,000 x 80,000 pixels and downsampled using 8x8 Super-Sampling Anti-Aliasing (SSAA) to a 100-megapixel final image. C++ source code included. (English)
Mandelbrot Set Image 94.png
10,000 × 10,000; 36.51 MB
10,000 × 10,000; 36.51 MB
Fragment of the Mandelbrot set, using 80-bit long double precision. Rendered at 80,000 x 80,000 pixels and downsampled using 8x8 Super-Sampling Anti-Aliasing (SSAA) to a 100-megapixel final image. C++ source code included. (English)
Mandelbrot Set Image 95.png
10,000 × 10,000; 32.05 MB
10,000 × 10,000; 32.05 MB
Fragment of the Mandelbrot set, using 80-bit long double precision. Rendered at 80,000 x 80,000 pixels and downsampled using 8x8 Super-Sampling Anti-Aliasing (SSAA) to a 100-megapixel final image. C++ source code included. (English)
Identifiers
Mandelbrot Set
1 reference
Sitelinks
Wikipedia(52 entries)
- arwiki مجموعة ماندلبرو
- astwiki Conxuntu de Mandelbrot
- bawiki Мандельброт күплеге
- bewiki Мноства Мандэльброта
- bgwiki Множество на Манделброт
- bnwiki ম্যান্ডেলব্রট সেট
- cawiki Conjunt de Mandelbrot
- ckbwiki کۆمەڵەی ماندێلبرۆت
- cswiki Mandelbrotova množina
- dawiki Mandelbrotmængden
- dewiki Mandelbrot-Menge
- elwiki Σύνολο Μάντελμπροτ
- enwiki Mandelbrot set
- eowiki Aro de Mandelbrot
- eswiki Conjunto de Mandelbrot
- etwiki Mandelbroti fraktal
- euwiki Mandelbrot multzo
- fawiki مجموعه مندلبرو
- fiwiki Mandelbrotin joukko
- frwiki Ensemble de Mandelbrot
- glwiki Conxunto de Mandelbrot
- hewiki קבוצת מנדלברוט
- hrwiki Mandelbrotov skup
- huwiki Mandelbrot-halmaz
- idwiki Himpunan Mandelbrot
- iswiki Mandelbrot mengið
- itwiki Insieme di Mandelbrot
- jawiki マンデルブロ集合
- kkwiki Мандельброт фракталы
- kowiki 망델브로 집합
- lvwiki Mandelbrota kopa
- mlwiki മാൻ്റെൽബ്രോട്ട് ഗണം
- nlwiki Mandelbrotverzameling
- nowiki Mandelbrotmengden
- plwiki Zbiór Mandelbrota
- ptwiki Conjunto de Mandelbrot
- rowiki Mulțimea lui Mandelbrot
- ruwiki Множество Мандельброта
- shwiki Mandelbrotov skup
- simplewiki Mandelbrot set
- skwiki Mandelbrotova množina
- slwiki Mandelbrotova množica
- srwiki Mandelbrotov skup
- svwiki Mandelbrotmängden
- tewiki మేండెల్బ్రాట్ సెట్
- thwiki เซตม็องแดลโบรต
- trwiki Mandelbrot kümesi
- ukwiki Множина Мандельброта
- viwiki Tập hợp Mandelbrot
- wuuwiki 曼德博集合
- zh_yuewiki 曼德博集合
- zhwiki 曼德博集合
Wikibooks(3 entries)
- bewikibooks Мноства Мандэльброта
- ruwikibooks Множество Мандельброта
- ukwikibooks Множина Мандельброта
Wikinews(0 entries)
Wikiquote(1 entry)
- enwikiquote Mandelbrot set
Wikisource(0 entries)
Wikiversity(0 entries)
Wikivoyage(0 entries)
Wiktionary(0 entries)
Multilingual sites(2 entries)
- abstractwiki Q257
- commonswiki Mandelbrot set
