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source/rst/heavy_tails.rst

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@@ -283,7 +283,7 @@ A distribution :math:`F` on :math:`\mathbb R_+` is called **heavy-tailed** if
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.. math::
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:label: defht
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\int_0^\infty \exp(tx) F(x) = \infty \; \text{ for all } t > 0.
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\int_0^\infty \exp(tx) F(dx) = \infty \; \text{ for all } t > 0.
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We say that a nonnegative random variable :math:`X` is **heavy-tailed** if its distribution :math:`F(x) := \mathbb P\{X \leq x\}` is heavy-tailed.
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