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20172025
most citedPath regularity of coupled McKean-Vlasov FBSDEs

4 citations · 8 across the 6 of their papers we have counts for

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math.NT2019

On Pair Correlation of Sequences

Gerhard Larcher, Wolfgang Stockinger

We give a survey on the concept of Poissonian pair correlation (PPC) of sequences in the unit interval, on existing and recent results and we state a list of open problems. Moreove…

math.NT2018

On a multi-dimensional Poissonian pair correlation concept and uniform distribution

Aicke Hinrichs, Lisa Kaltenböck, Gerhard Larcher +2

The aim of the present article is to introduce a concept which allows to generalise the notion of Poissonian pair correlation, a second-order equidistribution property, to higher d…

math.NT2018

Some negative results related to Poissonian pair correlation problems

Gerhard Larcher, Wolfgang Stockinger

We say that a sequence in has Poissonian pair correlations if \begin{equation*} \lim_{N \to \infty} \frac{1}{N} \# \left \lbrace 1 \leq l \neq m…

math.NT2018

Pair correlation of sequences with maximal order of additive energy

Gerhard Larcher, Wolfgang Stockinger

We show for sequences of distinct positive integers with maximal order of additive energy, that the sequence $\left(\left\{a_{n} α\right\}\r…

math.NT2017

The Champernowne constant is not Poissonian

Ísabel Pirsic, Wolfgang Stockinger

We say that a sequence in has Poissonian pair correlations if \begin{equation*} \lim_{N \to \infty} \frac{1}{N} \# \lbrace 1 \leq l \neq m \leq N…

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…