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- W2293670472 abstract "Let $1 leq p < q < infty$. We show that [ sup{frac{left| Dright|_{mathcal{H}_{q}}}{left| Dright|_{mathcal{H}_{p}}}} = exp{left( frac{log{x}}{log{log{x}}} left(log{sqrt{frac{q}{p}}} + left(frac{log{log{log{x}}}}{log{log{x}}}right)right) right)} ,,] where the supremum is taken over all non-zero Dirichlet polynomials of the form $D(s)=sum_{n leq x}{a_{n} n^{-s}}$. An aplication is given to the study of multipliers between Hardy spaces of Dirichlet series." @default.
- W2293670472 created "2016-06-24" @default.
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- W2293670472 date "2016-03-07" @default.
- W2293670472 modified "2023-09-27" @default.
- W2293670472 title "Optimal comparison of $P$-norms of Dirichlet Polynomials" @default.
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