Ohsymmetriaa
Ohsymmetriaa is a theoretical construct in geometry and pattern theory that describes a class of structures in which a global pattern retains a high degree of symmetry while local components embed structured asymmetries. The term is a neologism proposed to express the coexistence of order and irregularity across scales, allowing for flexible modeling of complex systems that are not perfectly symmetric.
In common usage, a system exhibiting ohsymmetriaa appears symmetric when viewed from a distance, yet close
The framework is designed as a descriptive tool rather than a rigid theorem. Ohsymmetriaa provides a language
Applications and examples include visual arts and architectural tiling, where patterns read as symmetric at macro
See also: symmetry, asymmetry, pattern theory, self-similarity.