On the extendibility of finitely exchangeable probability measures
On the extendibility of finitely exchangeable probability measures is a scholarly work, published in 2018 in ''Transactions of the American Mathematical Society''. The main subjects of the publication include biological sequence, p-adic number, mixture model, invariant, Hausdorff space, space, chaos theory, probability measure, discrete mathematics, combinatorics, mathematics, and distribution. The authors give a necessary and sufficient condition so that, for given $n$ and $N$, the extendibility problem admits a solution.