Lisa Kaltenböck

collaborators

2 papers

math.NT2018

A positive lower bound for $lim inf_{N \to \infty} \prod_{r = 1}^{N} ∣ 2 sin π r φ ∣$

Sigrid Grepstad, Lisa Kaltenböck, Mario Neumüller

Nearly 60 years ago, Erdős and Szekeres raised the question of whether $N \to \infty lim inf r = 1 \prod N ∣ 2 sin π r α ∣ = 0$ for all irrationals $α$ . Despite its simp…

math.NT2017

A survey on M. B. Levin's proofs for the exact lower discrepancy bounds of special sequences and point sets

Lisa Kaltenböck, Wolfgang Stockinger

The goal of this overview article is to give a tangible presentation of recent breakthrough works in discrepancy theory by M. B. Levin. These works provide proofs for the exact low…

A positive lower bound for liminfN→∞​∏r=1N​∣2sinπrφ∣

A survey on M. B. Levin's proofs for the exact lower discrepancy bounds of special sequences and point sets

A positive lower bound for $lim inf_{N \to \infty} \prod_{r = 1}^{N} ∣ 2 sin π r φ ∣$