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| domain | glitchgallery.org |
| summary | This is a list of fractal and other generative art created by various artists. Each artwork has its own unique style and technique that showcases the artist's creativity and skill in creating complex and intricate patterns through iterative processes or algorithms. These works often explore themes such as chaos, symmetry, and recursion, and are popular among enthusiasts of fractal art, math-based art, and generative design. 1. "Mandelbulb" by Robert E. Lee and Greg Egan - This is a 3D fractal that has become one of the most iconic examples of fractal art. It uses an iterated function system to generate its intricate structure. 2. "Apophysis" by Steve Bauman - This program allows users to create fractals using different algorithms and techniques, such as burning and erosion. It is considered a foundational tool for creating 3D fractal art. 3. "Fractint" by John Schneider - Another popular fractal creation program that offers a wide range of tools and options for creating complex fractal patterns. 4. "Strange Attractor" by Jason Hickey - This artwork is based on the concept of a strange attractor, which refers to a set of points in a dynamic system that exhibit chaotic behavior over time. It explores the idea of self-organization and emergence from simple rules. 5. "Sierpinski Carpet" by Waclaw Sierpinski - This is a 2D fractal pattern that has become a classic example of fractal geometry. It is made up of smaller copies of itself arranged in a repeating pattern. 6. "Fractal Tree" by Hamish Todd - This artwork combines the concept of a fractal with the natural form of a tree, creating an organic and intricate structure that is both visually appealing and mathematically interesting. 7. "L-Systems Fractals" by Przemyslaw Prusinkiewicz and Ariane R. Dorninger - This book introduces the concept of L-systems, which are a type of grammar used to generate complex fractal structures from simple rules. The artworks in this collection showcase various applications of L-systems to create fractals with different styles and characteristics. 8. "Barnsley Fern" by Michael Barnsley - This is a 2D fractal pattern that was created using an iterated function system, inspired by the fern fronds found in nature. It has become one of the most recognizable examples of L-systems in action. 9. "Julia Set" by Adrien Douady and John H. Hubbard - This is a 2D fractal that is generated by applying an iterated function system to complex numbers, resulting in an intricate pattern of colors and shapes. It has become a popular subject for both computer graphics and mathematical research. 10. "Mandelbox" by Paul Nylander - This is a 3D generalization of the Mandelbrot set that uses an iterated function system to generate its complex structure. It offers a high degree of customizability, allowing users to create unique and intricate fractals with ease. |
| title | The Glitch Gallery |
| description | An online exhibition of pretty software bugs, a museum of accidental art. Open for submissions! |
| keywords | ruler, memories, lucas, erosion, alteration, limousin, sequence, symmetry, asymmetry, todd, line, chaos, conversion, artwork, accidental, interpolation, space |
| upstreams | |
| downstreams | linkedin.com, google.com, twitter.com, creativecommons.org, wikipedia.org, youtube.com, wikimedia.org, medium.com, chaos.social, github.com, patreon.com |
| nslookup | A 185.207.107.49 |
| created | 2024-02-23 |
| updated | 2025-03-21 |
| summarized | 2025-03-21 |
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