Fractal art is a digital or visual art form created using mathematical algorithms and iterative processes to generate intricate and complex patterns. This genre of art often relies on mathematical equations and computational software to produce stunning visual representations of self-replicating patterns. Artists involved in creating fractal art leverage algorithms such as the Mandelbrot or Julia sets, manipulating parameters to produce a wide range of mesmerizing and infinitely detailed images. The resulting artworks showcase a harmonious blend of mathematics and aesthetics, exhibiting both order and chaos within their intricate structures.

The unique appeal of fractal art lies in its ability to create intricate designs that resemble natural forms while remaining entirely generated through mathematical computations. Fractal artists explore the boundaries of complexity and beauty, producing digital masterpieces that evoke a sense of wonder and contemplation. The genre has gained popularity in the digital art community, reflecting the intersection of artistic expression and mathematical precision. Fractal art not only captivates the viewer with its visual complexity but also highlights the profound connection between mathematics and the visual arts, pushing the boundaries of creativity in the realm of digital expression.