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Matriceshard
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A matrix AAA is strictly diagonally dominant if ∣aii∣>∑j≠i∣aij∣|a_{ii}| > \sum_{j \neq i} |a_{ij}|∣aii​∣>∑j=i​∣aij​∣ for each row iii. Which statement is TRUE for all strictly diagonally dominant matrices?