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- W1897839180 abstract "We prove a new version of the uncertainty principle of the form ∫|f|2≲∫Ec|f|2+∫Σc|f^|2, where the sets E and Σ are ε-thin in the following sense: |E∩D(x,ρ1(x))| ≤ ε|D(x,ρ1(x))| and |Σ∩D(x,ρ2(x))| ≤ε|D(x,ρ2(x))|. This is an intermediate result between Logvinenko-Sereda's and Wolff's versions of the uncertainty principle." @default.
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- W1897839180 date "2003-01-01" @default.
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- W1897839180 doi "https://doi.org/10.1155/s1073792803207030" @default.
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