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The Hilton-Milner theorem in the -norm
George Brooks, William Linz
Source abstract
The Hilton-Milner theorem is a classical theorem in extremal set theory which determines the maximum size of a nontrivial -uniform intersecting family. In this paper, we prove an exact version of the Hilton-Milner theorem in the -norm. Our method also gives an asymptotic version of the Hilton-Milner theorem in the -norm.
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