Niklas L. P. Lundström

collaborators

2 papers

stat.ME2023

Enhancing Precision with the Local Pivotal Method: A General Variance Reduction Approach

Marcus Olofsson, Anton Grafström, Niklas L. P. Lundström

The local pivotal method (LPM) is a successful sampling method for taking well-spread samples from discrete populations. We show how the LPM can be utilized to sample from arbitrar…

math.AP2014

The boundary Harnack inequality for variable exponent $p$ -Laplacian, Carleson estimates, barrier functions and $p (\cdot)$ -harmonic measures

Tomasz Adamowicz, Niklas Lundström

We investigate various boundary decay estimates for $p (\cdot)$ -harmonic functions. For domains in $R^{n}, n \geq 2$ satisfying the ball condition ( $C^{1, 1}$ -domains) we show…

Enhancing Precision with the Local Pivotal Method: A General Variance Reduction Approach

The boundary Harnack inequality for variable exponent p-Laplacian, Carleson estimates, barrier functions and p(⋅)-harmonic measures

The boundary Harnack inequality for variable exponent $p$ -Laplacian, Carleson estimates, barrier functions and $p (\cdot)$ -harmonic measures