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README.md
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## Measures over finite labeled sets
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There is, in fact, no enforcement that probabilities in a
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-`UnivariateFinite` distribution sum to one, only that they be
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-non-negative. Thus `UnivariateFinite` objects can be more properly
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-understood as an implementation of arbitrary non-negative measures
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-over finite labeled sets.
+`UnivariateFinite` distribution sum to one, only that they be belong
+to a type `T` for which `zero(T)` is defined. In particular
+`UnivariateFinite` objects implement arbitrary non-negative, signed,
+or complex measures over a finite labeled set.
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## What does this package provide?
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