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Smooth Perturbations of a Function with a Smooth Local Time
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Year: 1981
Type: article
Abstract: A real Borel function on [0, 1] has a local time if its occupation measure up to each time t (equivalently: its increasing, equimeasurable rearrangement on [0, /]) is absolutely continuous; the local ... more
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Sustainable Development Goal Climate action
Open Access status: bronze