Niclas Technau

most citedOn a Counting Theorem of Skriganov

4 citations · 4 across the 2 of their papers we have counts for

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math.NT2023

Dispersion and Littlewood's conjecture

Sam Chow, Niclas Technau

Let $ε > 0$ . We construct an explicit, full-measure set of $α \in [0, 1]$ such that if $γ \in R$ then, for almost all $β \in [0, 1]$ , if $δ \in R$ then there are…

math.NT2021

Correlations of the Fractional Parts of $α n^{θ}$

Christopher Lutsko, Niclas Technau

Let $m \geq 3$ , we prove that $(α n^{θ} mod 1)_{n > 0}$ has Poissonian $m$ -point correlation for all $α > 0$ , provided $θ < θ_{m}$ , where $θ_{m}$ is an explicit bound which goes to $0$ as $m$ in…

math.NT2016★ 4 cited

On a Counting Theorem of Skriganov

Niclas Technau, Martin Widmer

We prove a counting theorem concerning the number of lattice points for the dual lattices of weakly admissible lattices in an inhomogeneously expanding box, which generalises a cou…

Dispersion and Littlewood's conjecture

Correlations of the Fractional Parts of αnθ

On a Counting Theorem of Skriganov

Correlations of the Fractional Parts of $α n^{θ}$