= List of exceptional set concepts
{wiki=List_of_exceptional_set_concepts}
The concept of an "exceptional set" is generally used in various fields of mathematics, often in set theory, topology, and functional analysis. Exceptional sets can refer to specific sets of points that possess unique properties or which deviate from typical behavior in some way. Below are some common types of exceptional sets across different areas of mathematics: 1. **Lebesgue Null Sets**: These are sets of Lebesgue measure zero in \\( \\mathbb\{R\}^n \\).
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