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  • 27-02-2024
  • Mathematics
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Let {x;} be a dataset consisting of N real numbers, (1, ... , & n. Prove the function g(m) = Li-1X; – m| is minimized when median({x;}). Hint: try to prove (LN Xi – d- |xi – ml) >= 0 for d >= m, then for d < m. m =

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