Abstract
We prove that for any dimension function h with h < x(d) and for any countable set of linear patterns, there exists a compact set E with H-h( E) > 0 avoiding all the given patterns. We also give several applications and recover results of Keleti, Maga, and Mathe..
Funding Information
  • Universidad de Buenos Aires (UBACyT 2014-2017 20020130100403BA, PIP 11220110101018)

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