In mathematics and set theory, a symmetric set is often defined in the context of a set of elements where certain symmetrical properties are present. 1. **General Symmetry**: A set \( S \) could be considered symmetric if for every element \( a \) in \( S \), there exists a corresponding element that reflects a specific symmetry property. This could be under operations such as reflection across a line, rotation in a plane, or an inversion in some metric space.
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