Category:Definitions/Absorbing Sets
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This category contains definitions related to Absorbing Sets.
Related results can be found in Category:Absorbing Sets.
Let $\GF$ be a subfield of $\C$.
Let $X$ be a vector space over $\Bbb F$.
Let $A \subseteq X$.
We say that $A$ is absorbing if and only if:
- for all $x \in X$ there exists $t \in \R_{> 0}$ such that $x \in \alpha C$ for $\cmod \alpha \ge t$
where $t A$ denotes the dilation of $A$ by $t$.
Subcategories
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Pages in category "Definitions/Absorbing Sets"
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