self-similar tilings
Self-similar tilings are mathematical patterns formed by arranging smaller copies of the same shape to cover a larger area, where the overall pattern appears similar to its individual components regardless of the scale at which it is observed.
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Related Concepts (1)
Similar Concepts
- fractals and self-similarity
- regular tessellations
- self-affine patterns
- self-similar curves
- self-similar networks
- self-similar networks and graphs
- self-similar patterns
- self-similar structures
- self-similarity
- self-similarity in art
- self-similarity in computer science
- self-similarity in literature and poetry
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- self-similarity in nature
- tiling