The identity G(D)f = F for a linear partial differential operator G(D). Lusin type and structure results in the non-integrable case
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DOI: 10.1017/prm.2020.85
Abstract: We prove a Lusin type theorem for a certain class of linear partial differential operators G(D), reducing to [1, Theorem 1] when G(D) is the gradient. Moreover, we describe the structure of the set {G(D)f = F},… read more here.
Keywords: type; linear partial; partial differential; lusin type ... See more keywords