self-similarity in mathematics
Self-similarity in mathematics refers to the property of a mathematical structure or object that exhibits a repeating pattern at different scales or levels of magnification. In other words, it is the property where the whole is composed of smaller parts that resemble the whole or each other, creating a consistent pattern throughout.
Requires login.
Related Concepts (1)
Similar Concepts
- fractals and self-similarity
- mathematical symmetries
- mathematics of self-similarity
- self-similar curves
- self-similar networks
- self-similar networks and graphs
- self-similar patterns
- self-similar structures
- self-similar tilings
- self-similarity in art
- self-similarity in computer science
- self-similarity in literature and poetry
- self-similarity in music
- self-similarity in nature
- similarity in natural sciences