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- W2016348885 abstract "A premeasure is a finitely additive complex-valued function $mu$ defined on the semiring of all connected subsets of ${mathbf {T}}$, continuous at $emptyset$ and with $mu (emptyset ) = mu ({mathbf {T}}) = 0$. Let $kappa$ be a continuous increasing concave function on $[0,2pi ]$ with $kappa (0) = 0$. A conjecture from [" @default.
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- W2016348885 date "1988-02-01" @default.
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- W2016348885 title "A counterexample to an F. and M. Riesz-type theorem" @default.
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