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Besicovitch covering theorem

 Home Mathematics Fields of mathematics Mathematical analysis Theorems in analysis
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The Besicovitch covering theorem is a result in measure theory and geometric measure theory that deals with the covering of sets in Euclidean space by balls. It is particularly important in the context of studying properties of sets of points in \(\mathbb{R}^n\) and has applications in various areas such as size theory, geometric measure theory, and analysis.

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