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→Formulation: disambig: quasilinear |
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:<math>\lambda_f(t) = \omega\left\{x\in X\mid |f(x)| > t\right\}.</math>
Then ''f'' is called '''weak <math>L^1</math>''' if there exists a constant ''C'' such that the distribution function of ''f'' satisfies the following inequality for all ''t'' > 0:
:<math>\lambda_f(t)\leq \frac{C}{t}.</math>
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