self-similar curves
Self-similar curves are geometric shapes that exhibit a pattern of similarity at different scales, meaning that smaller portions of the curve resemble larger portions of it. In other words, these curves can be divided into smaller copies of themselves that are proportionally identical to the whole.
Requires login.
Related Concepts (1)
Similar Concepts
- fractal curves
- fractals and self-similarity
- mathematical curves
- self-affine patterns
- self-similar networks
- self-similar networks and graphs
- self-similar patterns
- self-similar structures
- self-similar tilings
- self-similarity
- self-similarity in art
- self-similarity in computer science
- self-similarity in mathematics
- self-similarity in music
- self-similarity in nature