activity
20162020
most citedOn the regularity of complex multiplicative chaos

4 citations · 4 across the 1 of their papers we have counts for

collaborators

5 papers

math.PR2020

Reconstructing the base field from imaginary multiplicative chaos

Juhan Aru, Janne Junnila

We show that the imaginary multiplicative chaos determines the gradient of the underlying field for all log-correlated Gaussian fields with covariance of the form $…

math.PR20194 cited

On the regularity of complex multiplicative chaos

Janne Junnila, Eero Saksman, Lauri Viitasaari

Denote by the Gaussian multiplicative chaos which is defined using a log-correlated Gaussian field on a domain . The case $β\in\mathbb{R}…

q-bio.QM2018

Network-based Biased Tree Ensembles (NetBiTE) for Drug Sensitivity Prediction and Drug Sensitivity Biomarker Identification in Cancer

Ali Oskooei, Matteo Manica, Roland Mathis +1

We present the Network-based Biased Tree Ensembles (NetBiTE) method for drug sensitivity prediction and drug sensitivity biomarker identification in cancer using a combination of p…

math.PR2018

Imaginary multiplicative chaos: Moments, regularity and connections to the Ising model

Janne Junnila, Eero Saksman, Christian Webb

In this article we study imaginary Gaussian multiplicative chaos -- namely a family of random generalized functions which can formally be written as , where is a lo…

math.PR2016

On the multiplicative chaos of non-Gaussian log-correlated fields

Janne Junnila

We study non-Gaussian log-correlated multiplicative chaos, where the random field is defined as a sum of independent fields that satisfy suitable moment and regularity conditions.…