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oaioai:upcommons.upc.edu:2117/111327

A Note on sparse supersaturation and extremal results for linear homogeneous systems

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Publication date
25 August 2017
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Abstract

We study the thresholds for the property of containing a solution to a linear homogeneous system in random sets. We expand a previous sparse Sz\'emeredi-type result of Schacht to the broadest class of matrices possible. We also provide a shorter proof of a sparse Rado result of Friedgut, R\Postprint (published version

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Last time updated on 03/12/2017

This paper was published in UPCommons. Portal del coneixement obert de la UPC.

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