iterated function systems in art
Iterated function systems in art refer to the mathematical technique used to create images by repeatedly applying a set of transformations or operations to initial points or shapes, resulting in intricate and fractal-like patterns.
Requires login.
Related Concepts (21)
- algorithmic art
- chaos theory
- computational aesthetics
- computer graphics
- digital art
- digital image processing
- fractal geometry
- generative art
- geometric abstraction
- iterated function systems
- iterative processes
- mathematical modeling
- mathematical transformations
- non-euclidean geometry
- pattern recognition
- recursive patterns
- repetition and variation
- self-similarity
- symmetry and asymmetry
- symmetry breaking process
- visual perception
Similar Concepts
- algorithmic sculpture
- decorative arts
- dynamic systems
- formal systems
- formalism in art
- functionalism in systems theory
- iterated function systems (ifs)
- iterated functions
- logical systems
- mechanical systems
- optical illusions in art
- parameterized algorithms in art
- philosophical systems
- symbolic systems
- technological advancements in the arts