A new formula expresses q-Fubini numbers as sums over ordered partitions of products of q-binomial coefficients, obtained via a new q-analog of Goncharov polynomials.
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A New Formula of q-Fubini Numbers via Goncharov polynomials
A new formula expresses q-Fubini numbers as sums over ordered partitions of products of q-binomial coefficients, obtained via a new q-analog of Goncharov polynomials.