Structure of the Cantor part of the derivative of a BV function – mathoverflow.net

Structure of the Cantor part of the derivative of a BV function – mathoverflow.net

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It is well known that an integrable function $u \colon \mathbb R^d \to \mathbb R$ is said to be of bounded variation iff the distributional gradient $Du$ is (representable by) a finite Radon measure, ...

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